Cumulative Test. Name. Score. Show all work on this paper. Please use the Student Reference Guide.

Save this PDF as:
 WORD  PNG  TXT  JPG

Size: px
Start display at page:

Download "Cumulative Test. Name. Score. Show all work on this paper. Please use the Student Reference Guide."

Transcription

1 Name Score Math Course 1 1B 1. Use the numbers 5, 11, and 16 to make two addition facts and two subtraction facts Use the numbers 4, 16, and 64 to make two multiplication facts and two division facts ) 0000 ) 0000 Use work area. Use work area. 3. What is the total of $1.25, $0.98, and $10? 4. Terrell gave $10 for a $3.49 book. How much change should he get back? $10.00 $ What is the total cost of one dozen pens if each pen costs $0.29? 6. Three quarters is the same amount of money as how many nickels? one dozen = $0.29 $0.29 quarters nickels 1 5? 7. If 60 players are separated into 5 equal teams, how many players will be on each team? 8. How many days is 4 weeks plus 3 days? 1 week = days 4 weeks = days = = Saxon Math Course 1 C1-3 Adaptations 1B

2 (continued) 1B = = = 7 ) ) ( ) = 56 = (3 4) = m = n = x = 72 m = n = x = Saxon Math Course 1 C1-4 Adaptations 1B

3 Name Score Math Course 1 2B 1. Mai paid $20 for a DVD that cost $ How much change should she get back? $20.00 $ If two dozen pencils are divided equally among 8 students, how many pencils will each student receive? 2 doz = = ) $ $12 + $0.59 = (9 + 6) = 18 = ) n = n = Saxon Math Course 1 C2-7 Adaptations 2B

4 (continued) 2B 11. 6m = What fraction of this rectangle is shaded? m = 13. What number is 1 of 36? 14. How long is this line segment? Which is the most appropriate unit to measure the length of your pencil? 16. What is the perimeter of this square? A inches C miles B feet D ounces 17. What number is next in this sequence? , 2, 4, 8, 16, 18. Which of the following numbers is even? A 2345 B 7777 C Here are three ways to show 15 divided by 3. 3 ) Write three ways to show 16 divided by Arrange the numbers 11, 22, and 33 to form two addition facts and two subtraction facts Use work area. Saxon Math Course 1 C2-8 Adaptations 2B

5 Name Score Math Course 1 3B 1. If 234 players are separated into 18 equal teams, how many players will be on each team? 2. How many years were there from 1620 to 1776? 3. What is the place value of the 6 in 123,456,789? 4. Write 4,000,000 in word form. words: Use work area. 5. What is the difference when the sum of 4 and 5 is subtracted from the product of 4 and 5? ( ) ( ) = product sum 6. When 240 is divided by 12, what is the quotient? Jasmine paused on step 178 on her way to the top of the Statue of Liberty. If there were 354 steps in all, how many more steps did Jasmine have to climb? What temperature is shown on this thermometer? Split the difference ) What fraction of this circle is shaded? 10. Compare: Saxon Math Course 1 C3-11 Adaptations 3B

6 (continued) 3B 11. $ $ $5 = 12. (56)(83) = 13. $ = = 15. $ = (12 6) 24 = a = m = a = m = 19. What is the perimeter of this rectangle? 20. Use the numbers 8, 15, and 23 to make two addition facts and two subtraction facts Use work area. Saxon Math Course 1 C3-12 Adaptations 3B

7 Name Score Math Course 1 4B 1. What is the difference when the sum of 3 and 4 is subtracted from the product of 4 and 3? 2. Which digit is in the ten-thousands place in 987,654,321? ( ) ( ) = 3. Christina has read 94 pages of a 211-page book. How many pages does Christina need to read to finish the book? When Nià awoke, the temperature was 8. By noon the temperature had risen to 10. How many degrees had the temperature risen? = = 5. R 56 = m = R = m = 7. Round 4367 to the nearest hundred Estimate the sum of 5280 and 3910 to the nearest thousand = ) What is the average of 6, 10, 8, 7, and 9? Saxon Math Course 1 C4-15 Adaptations 4B

8 (continued) 4B 11. What number is halfway between 17 and 83? List the whole number factors of 21. 1,,, The post office sold 39-cent commemorative stamps in sheets of 20 stamps. What was the price for the sheet of stamps? $0.390 $ Find the greatest common factor (GCF) of 16 and 24. List the factors of the smaller number, 16. Cross off those that are NOT factors of the larger number, 24. The biggest number is the GCF. 15. How many points did Maria and Susan score together? 16. Tony scored how many more points than Robert? What number is 1 of $7.50? What is the perimeter of this square? $ What is the next number in this sequence? 1, 3, 9, 27, 20. How long is this line segment? Saxon Math Course 1 C4-16 Adaptations 4B

9 Name Score Math Course 1 5B 1. What is the product of the sum of 20 and 10 and the difference of 20 and 10? 2. In a class of 29 students there are 13 boys. What is the ratio of boys to girls in the class? ( ) ( ) = boys girls 3. Write the numeral for twenty-one million, two hundred eighty-six thousand. 4. Round 3875 to the nearest hundred. 3875,, 5. Which of these numbers is divisible by 3? Use tests for divisibility. 6. Write 16 as a mixed number. 3 A 1367 B 2458 C What is the average of 3742, 4918, and 5170? What is the numerator of 7 8? 9. What is the greatest common factor (GCF) of 10 and 15? List the factors of the smaller number, 10. Cross off those that are NOT factors of the larger number, 15. The biggest number is the GCF. 10. A team lost 4 of its 15 games. What fraction of its games did the team lose? lost games Saxon Math Course 1 C5-19 Adaptations 5B

10 (continued) 5B 11. At an average rate of 60 miles per hour, how far would a car travel in four hours? miles hours What number is 3 of 24? 4 is of = = = Use fraction manipulatives for help = 17. What percent of a circle is 1 of a circle? = % = 19. $ = 20. Compare: Use fraction manipulatives for help. Saxon Math Course 1 C5-20 Adaptations 5B

11 Name Score Math Course 1 6B 1. A 29-inch length of ribbon was cut into 4 equal lengths. How long was each piece of ribbon? 2. In a class of 30 students there are 18 girls. What is the ratio of boys to girls in the class? Reduce. ) 0000 boys girls = 3. Estimate the difference of 6084 and 3973 to the nearest thousand = ) What is the average of 143, 98, and 128? 6. List the four whole-number factors of ,,, What is the GCF of 27 and 45? 8. Which of these words names the distance around a circle? A radius B diameter C circumference 9. If 3_ of the 20 books on the shelf were fiction, 4 then how many books on the shelf were fiction? = is of? Saxon Math Course 1 C6-23 Adaptations 6B

12 (continued) 6B = = 13. Convert 12 to a mixed number and reduce 8 the fraction. 14. Add and convert: = 15. Subtract and reduce: = 16. What is the least common multiple (LCM) of 6 and 8? 17. The perimeter of a square is 60 cm. How long is each side? perimeter 18. rule of reciprocals 3 4 = 1 each side 19. What is the seventh number in this sequence? 7, 14, 21, 28,,, 20. Name the obtuse angle in triangle ABC. A C B Saxon Math Course 1 C6-24 Adaptations 6B

13 Name Score Math Course 1 7B 1. One mile is 5280 feet. Round 5280 to the nearest hundred. 2. What is the reciprocal of 5 6? What is the perimeter of a square that has sides 10 centimeters long? 4. How many square tiles with sides 1 ft long would be needed to cover the floor of a 10-ft-by-15-ft room? tiles 5. Which digit in is in the tenths place? 6. Write the decimal numeral for one and five tenths. 7. Write (5 1000) + (7 10) in standard notation. 8. The diameter of the bicycle tire is 28 inches. What is the radius of the tire? 9. Write 0.7 as a common fraction. 10. Use fraction manipulatives for help. Compare: Saxon Math Course 1 C7-27 Adaptations 7B

14 (continued) 7B 11. Write 3 in decimal form. 12. Add and convert to a mixed number: = = (500 20) = Cancel matching zeros What number is 5 of 36? 6 is of? 16. Subtract and reduce: = 17. w 50 = N = w = N = 19. Write 60% as a reduced fraction. 20. Three fourths of the 40 answers were correct. How many answers were correct? is of? Saxon Math Course 1 C7-28 Adaptations 7B

15 Name Score Math Course 1 8B 1. Which of these angles could measure 120? 2. Which digit in 437,286,190 is in the hundred-thousands place? 3. Marco correctly answered 15 of the 20 questions. What fraction of the questions did he answer correctly? correct questions = 4. Estimate the sum of 8972 and 4106 to the nearest thousand = 6. In three days Juanita read 81 pages, 84 pages, and 84 pages. What was the average number of pages she read each day? What is the greatest common factor (GCF) of 21 and 35? 1,,, Forty percent of the students were boys. What fraction of the students were boys? 60% = = 10. Use fraction manipulatives for help = Saxon Math Course 1 C8-31 Adaptations 8B

16 (continued) 8B 11. What is the product of 1 and 2 2 3? School starts at 8:30 a.m. and ends at 2:45 p.m. How many hours and minutes are there from the start to the end of school? 8:30 a.m. to 2:30 p.m. = 2:30 p.m. to 2:45 p.m. = 13. What is the least common multiple (LCM) of 3 and 6? 14. A rectangle is 8 inches long and 6 inches wide. How many one-square-inch tiles are needed to cover its area? tiles 15. Which digit in is in the hundredths place? 16. Write the decimal numeral for three and twelve hundredths = = = = Saxon Math Course 1 C8-32 Adaptations 8B

17 Name Score Math Course 1 9B 1. What is the product of the sum of 8 and 2 and the difference of 8 and 2? 2. How many 2 s are in 1? 3 ( ) ( ) = 3. If the perimeter of a square is 100 centimeters, how long is each side? perimeter 4. What is the area of this rectangle? each side 5. Write the decimal numeral for twelve and five hundredths. 6. A $60 pair of shoes is on sale for 25% off the regular price. How much money is 25% of $60. 25% = of $ How much is 2 of two dozen? 3 is of 8. Which percent best describes the shaded portion of this circle? A 30% B 50% C 70% D 90% 9. Which digit in has the same place value as the 5 in 2.05? 10. Write 9% as a fraction and as a decimal numeral Saxon Math Course 1 C9-35 Adaptations 9B

18 (continued) 9B 11. What is the least common multiple (LCM) of 12 and 8? = = = Solve: m = = m = = =? Add zeros. 8 ) Which segment in the circle is not a radius? A MS B MR C MQ D SQ Saxon Math Course 1 C9-36 Adaptations 9B

19 Name Score Math Course 1 10B 1. What is the difference when the product of 1 3 subtracted from the sum of 1 and 2 3 3? ( ) ( ) = and 2 3 is 2. Which digit in 987,654,321,000 is in the billions place? 3. The sales-tax rate is 8%. How much money is 8% of $14? 4. Estimate the product of 48 and 21 to the nearest thousand = ) What is the average of 47, 38, 56, and 43? Add and reduce: = 8. How much is 3 of four dozen? 4 4 dozen = 9. Write 1 as a fraction with 8 as the denominator. Then add the 4 fraction to 5. What is the sum? = = is of 10. What is the least common multiple (LCM) of 2, 4, and 8? Saxon Math Course 1 C10-39 Adaptations 10B

20 (continued) 10B 11. What is the area of this rectangle? 12. The diameter of a circular wading pool is 10 feet. What is the circumference of the wading pool? (Use 3.14 for π.) 13. Write the decimal numeral for twenty-one and five hundredths. 14. Solve: 1 x = x = = = = 6 ) = ) Mentally calculate this product: Shift = Saxon Math Course 1 C10-40 Adaptations 10B

21 Name Score Math Course 1 11B 1. Rita used a compass to draw a circle with a radius of 3 cm. What was the circumference of the circle? (Use 3.14 for π.) 2. What is the product of 0.81 and 0.012? What is the perimeter of the rectangle? 4. What is the area of the rectangle? 5. What is the ratio of the length of the rectangle to its width? length width = 6. If 20% of the 50 pennies in the roll were minted before the year 2000, then how many of the pennies were minted before 2000? 20% = is of? 7. Solve: 6 w = Compare: w = 9. Write the decimal numeral for twenty and two tenths. 10. Round to the nearest hundredth Saxon Math Course 1 C11-43 Adaptations 11B

22 (continued) 11B = 14. x = x = = 16. over, over, up 0.2 ) = = = 19. Reduce: = 20. To which decimal number is the arrow pointing? Saxon Math Course 1 C11-44 Adaptations 11B

23 Name Score Math Course 1 12B 1. A number cube is rolled once. a. What is the sample space of the experiment? b. What is the probability that the number rolled will be less than 4? 2. What is the perimeter of a regular hexagon if each side is 7 inches long? a. {,,,,, } b. 3. How many square centimeters are needed to cover this rectangle? 4. Which digit in is in the thousandths place? = = = The diameter of a truck s tire is 50 inches. How far down the road will the tire travel if it makes one full turn? (Use 3.14 for π and round your answer to the nearest inch.) 9. Which of these numbers is not a prime number? A 2 B 3 C 4 D The team won 12 of its 30 games and lost the rest. What was the team s win-loss ratio? won + lost 30 total won lost Saxon Math Course 1 C12-47 Adaptations 12B

24 (continued) 12B = = ) = ) = = = 3 4 = 2 3 = = 1 5 = 17. Compare: = = = = The sales-tax rate was 8%. Bethany bought a book for $9.49. How much was the tax on the book? $9.49 Saxon Math Course 1 C12-48 Adaptations 12B

25 Name Score Math Course 1 13B 1. If the perimeter of a square is 16 inches, what is its area? perimeter each side 2. By what fraction equal to 1 should 3 4 be multiplied to form 9 12? 3 4 = 9 12 area 3. The face of this spinner is divided into six congruent sectors. The spinner is spun once. 4. The diameter of a big circle is 36 feet. What is the ratio of the circle s radius to its diameter? a. What is the probability that it will stop on an odd number? odd total radius diameter = b. What is the probability that it will not stop on an odd number? 5. Which quadrilateral is not a parallelogram? Use the Student Reference Guide. A B a. b. 6. Fifty is a composite number. Use a factor tree to find the prime factorization of 50. C D 7. Compare: An item costs $14.85 and the sales-tax rate is 7%. What is the total price of the item including sales tax? $14.85 $12.07 $14.85 $12.08 Saxon Math Course 1 C13-51 Adaptations 13B

26 (continued) 13B 9. $10 10 = $10.00 $ = = = 13. Add zeros. 4 ) ) = = = = = 1 2 = 1 3 = = n = A cube has how many edges? 20. Write 2 2 as an improper fraction. Then 3 multiply the improper fraction by 1. Write the 4 product as a reduced fraction n = 1 4 = Saxon Math Course 1 C13-52 Adaptations 13B

27 Name Score Math Course 1 14B 1. Which digit is in the hundredths place in ? 2. The perimeter of a square is 48 millimeters. What is its area? perimeter each side area 3. 2 ( ) = = =? = ) Which figure is a quadrilateral? 8. Compare: A B C D 9. What is the total price of a $18.97 item plus 8% sales tax? $18.97 $12.08 $18.97 $12.08 Saxon Math Course 1 C14-55 Adaptations 14B

28 (continued) 14B = = ) = = = = = = = 14. How many small cubes are used to form this larger cube? bottom layer all layers 15. The perimeter of a regular octagon is 48 cm. How long is each side? side mm 8 1? 16. Write the prime factorization of the numerator and the denominator of 24. Then reduce = = ) 24 ) 24 ) 24 ) 24 ) 24 ) 24 ) 24 ) = = 19. Which figure is a ray? A B C 20. A bag contains 3 red marbles, 4 white marbles and 5 blue marbles. One marble is drawn from the bag. a. What is the probability that the marble will be white? white total b. What is the probability that the marble will NOT be white? not white total a. b. Saxon Math Course 1 C14-56 Adaptations 14B

29 Name Score Math Course 1 15B 1. What is the area of this parallelogram? 2. Kim ordered a $5.90 meal. The tax rate was 8%. She paid with a $10 bill. How much money should she get back? $5.90 $6.80 $5.90 $6.80 $10.00 $ Compare: 4. Which point has the coordinates ( 2, 3)? What are the coordinates of point D? (, ) point 6. An octagon is a polygon with how many sides? See the Student Reference Guide. 8. Write 4 in decimal form. 5 ) Write 15% as a decimal numeral and as a reduced fraction. 7. Write the prime factorization of 54 and 81 to reduce = = ) 45 ) 45 ) 45 ) 54 ) 45 ) 45 ) 45 ) What is the least common multiple (LCM) of 4, 8, and 12? Saxon Math Course 1 C15-59 Adaptations 15B

30 (continued) 15B ( ) = = = = ) = 1 2 = 3 4 = = = = = = = = = = m = m = Saxon Math Course 1 C15-60 Adaptations 15B

31 Name Score Math Course 1 16B 1. A half gallon of milk is how many quarts? See the Student Reference Guide. 2. Ken correctly answered 43 of the 50 questions. What percent of the questions did he answer correctly? = Figure ABCD is a rectangle. Segment AB is 3 cm long, segment BC is 4 cm long, and segment AC is 5 cm. What is the area of triangle ABC? 5. How many square units is the area of the square? 4. The coordinates of the four vertices of a square are (1, 1), (4, 1), (4, 2), and (1, 2). How many units is the perimeter of the square? 6. Compare: One sixth of the dozen muffins were blueberry. How many of the muffins were not blueberry? Change 1 to a decimal All squares are rectangles. True or false? 1 6 are is of 6 are not Keisha spent 40% of an hour on her math homework. Write 40% as a reduced fraction. Then find the number of minutes Keisha spent on her math homework. 40% = is of 60 Saxon Math Course 1 C16-63 Adaptations 16B

32 (continued) 16B = ) = = ) = = 5 6 = 1 3 = = = = = =? 100 = Round to the nearest tenth = Saxon Math Course 1 C16-64 Adaptations 16B

33 Name Score Math Course 1 17B 1. Write 60% as a reduced fraction and as a decimal numeral. 2. What is the area of this triangle? A = 1 2 bh 3. Write 4 as a percent = The diameter of a circle is 200 cm. What is the circumference of the circle? (Use 3.14 for π.) 5. What is the perimeter of the parallelogram? 6. What is the area of the parallelogram? D A C B 7. If angle B measures 130, what is the measure of angle C? D A 8. What is the ratio of children to adults in a theater with 80 children and 60 adults? children adults = C B 9. The coordinates of three vertices of a rectangle are (4, 3), (4, 0), and ( 2, 0). What are the coordinates of the fourth vertex? (, ) Saxon Math Course 1 C17-67 Adaptations 17B

34 (continued) 17B 10. If Sarah answered 4 of the 5 20 questions correctly, how many answers did she answer correctly? is of 11. Write the difference in inches. 3 ft 6 in. ft in. 3? = 13. What is the volume of a tissue box that is 10 inches long, 4 inches wide, and 5 inches high? m = 6 10 m = ( ) = 16. 3n = n = = = = = = Saxon Math Course 1 C17-68 Adaptations 17B

35 Name Score Math Course 1 18B 1. If 4 of the 200 seeds sprouted, how many 5 seeds did not sprout? 5 sprouted 5 is of did not sprout 2. The ratio of boys to girls in the class was 3 to 2. If there were 12 girls, how many boys were there? 3. What is the perimeter of the triangle? 4. What is the area of the triangle? = = = = ) Between which two numbers is 30? See the Student Reference Guide. A 3 and 4 B 4 and = = C 5 and 6 D 29 and 31 Saxon Math Course 1 C18-71 Adaptations 18B

36 (continued) 18B = = y = What is the circumference of the circle? (Use 3.14 for π.) y = 16. What is the area of the circle? (Use 3.14 for π.) 17. Write 65% as a reduced fraction and as a decimal number. 65% = 18. What is the volume of this rectangular prism? 20. The coordinates of three vertices of a parallelogram are (3, 3), (0, 3), and ( 2, 0). What are the coordinates of the fourth vertex? 19. A cube has how many edges? (, ) Saxon Math Course 1 C18-72 Adaptations 18B

37 Name Score Math Course 1 19B 1. What is the probability of rolling an odd number with one roll of a number cube? Express the probability as a decimal number. 2. Ibrahim s first seven quiz scores are shown below. What is the median of these scores? 17, 19, 18, 20, 19, 18, 20 First list scores in order. 3. What percent of this circle is shaded? 4. A triangular prism has how many faces? 5. What is the area of triangle ABC? 6. Which of these terms describes triangle ABC? A A equilateral triangle C obtuse triangle B isosceles triangle D right triangle B C = 8. ( ) = n 8 ( ) 2 = n = Saxon Math Course 1 C19-75 Adaptations 19B

38 (continued) 19B 11. (25)(18) 15 = 12. What number is 3 of 60? 5 is of ( ) = = ) = 4 = = = = The coordinates of the vertices of a rectangle are (5, 4), (0, 4), (0, 0), and (5, 0). The perimeter of the rectangle is how many units? 18. Change 2 to a percent = (decimal answer) Saxon Math Course 1 C19-76 Adaptations 19B units

39 Name Score Math Course 1 20B 1. The ratio of ducks to geese on the pond was 4 to 3. If there were 12 ducks, how many geese were there? 2. What is the probability of rolling a 3 twice with two rolls of a number cube? 3. Fraction Decimal Percent 4. a. 0.4 b. Fraction Decimal Percent a. b. 4% Use work area. Use work area. 5. Two thirds of the 30 students finished. How many did not finish? 6. What is the area of the parallelogram? 2 3 finished did not finish 3 is of 7. What is the perimeter of the parallelogram? 8. Parallel lines m and n are intersected by line p as shown. Angle 1 measures 105. What is the measure of 5? See the Student Reference Guide. 9. Andy began at point A and ran around the field once making the six turns shown. In those six turns Andy turned a total of how many degrees? A = Saxon Math Course 1 C20-79 Adaptations 20B

40 (continued) 20B = ( 7) = 13. What is the volume of a cube that has edges 3 cm long? 14. A cube has how many more vertices than faces? vertices faces = (decimal answer) = m y = m = y = 19. At 6 a.m. the temperature was 5 F. By noon the temperature had risen to 8 F. How many degrees had the temperature risen? The diameter of a circular target is 16 inches. What is the area of the circular target? Saxon Math Course 1 C20-80 Adaptations 20B

41 Name Score Math Course 1 21B 1. Divided $6.50 by 8 and round the quotient to the nearest cent. $ ) $ Thirty percent of the students in the class rode the bus to school. If 9 students rode the bus, how many students were in the class? 3. What are the coordinates of the point halfway between ( 2, 3) and (6, 3)? = 5. How many 1-centimeter sugar cubes would be needed to form this cube? (, ) 6. What is the perimeter of this figure? 7. If the radius of a circle is 10 cm, what is its area? (Use 3.14 for π.) 8. Half of a ton is how many pounds? tons pounds 1 1_ 2? = 12 w w = Saxon Math Course 1 C21-83 Adaptations 21B

42 (continued) 21B 10. The ratio of boys to girls was 4 to 5. If there were 27 students, how many boys were there? Fraction Decimal Percent 2 1_ 5 a. b. a. 0.7 b. a. b. 5% (3 1.75) = 15. ( 2) + ( 3) ( 5) = (0.12 6) = ) = = What is the area of the shaded part of this parallelogram? Saxon Math Course 1 C21-84 Adaptations 21B

43 Name Score Math Course 1 22B 1. Triangle ABC is an isosceles triangle. Angles B and C each measure 75. What is the measure of angle A? A 2. Draw the line of symmetry in triangle ABC. A C B C B Use work area = = 5. decimal answer Arrange in order from least to greatest: 3, 0.35, 3 4,, 7. The coordinates of the vertices of a triangle are (1, 1), (7, 1), and (5, 5). What is the area of the triangle? 8. ( 7) + ( 2) (3) = 9. A bag contains 3 red, 2 white, and 5 blue marbles. If one marble is drawn and not replaced and another marble is drawn, what is the probability that both marbles will be blue? 3 red 2 white + 5 blue total 1st draw 2nd draw = Saxon Math Course 1 C22-87 Adaptations 22B

44 (continued) 22B = Fraction Decimal Percent 1 1_ 4 a. b. a. 0.7 b. a. b. 15% Use work area. 14. The rectangular prism below is made up of how many small blocks? 15. The radius of John s bicycle wheel is 16 inches. What is the circumference of the wheel? (Use 3.14 for π.) 16. What is the boy-girl ratio in a class of 32 pupils if there are 18 boys? 18 boys + 18 girls 32 total a = boy girl a = 18. 4m + 4 = What is the perimeter of the hexagon? m = 20. What is the area of the hexagon? Saxon Math Course 1 C22-88 Adaptations 22B

45 Name Score Math Course 1 23B 1. Eighty-five students are assigned to three classrooms as equally as possible. How many students are in each classroom? 2. Write 1.5 billion as a standard numeral. ) 8 5,, 3. Write the prime factorization of 64 using exponents. ) 81 ) 81 ) 81 ) 81 ) 81 ) Show how to convert 8 quarts to pints using a unit multiplier. (2 pt = 1 qt) 8 qt pt qt = 5. Which letter below has rotational symmetry? Q R S T 6. In a bag are three red marbles and three green marbles. If two marbles are drawn from the bag at the same time, what is the probability that both marbles will be green? 7. If the perimeter of an equilateral triangle is 36 inches, how long is each side? 1st draw 2nd draw = 8. If two squares are congruent and if the perimeter of one is 20 cm, what is the area of the other? 9. If the radius of a wheel is 10 inches, what is the circumference of the wheel? (Use 3.14 for π.) perimeter each side Saxon Math Course 1 C23-91 Adaptations 23B

46 (continued) 23B 10. What is the perimeter of the hexagon? 11. What is the area of the hexagon? x y Fraction Decimal Percent 1_ 4 a. b. a b. a. b. 150% (4 0.5) = Use work area ( ) = 17. ( 9)( 4) = ) = 19. The area of the shaded part of this rectangle is half of the area of the rectangle. What is the area of the shaded triangle? 20. Kerry and Kim bought a clock-radio for their bedroom. Kerry paid $6 and Kim paid the remaining 80%. What was the cost of the clock-radio? Saxon Math Course 1 C23-92 Adaptations 23B

Cumulative Test. Name. Score. Show all work on this paper. Please use the Student Reference Guide.

Cumulative Test. Name. Score. Show all work on this paper. Please use the Student Reference Guide. Name Score Math Course 1 1A 1. Use the numbers 6, 12, and 18 to make two addition facts and two subtraction facts. 12 + 12 12 + 12 12 12 12 12 2. Use the numbers 5, 15, and 75 to make two multiplication

More information

Properties of Numbers

Properties of Numbers Properties of Numbers 1. Round three thousand six hundred and seventy-two to the nearest hundred. 2. What is three point five to the nearest whole number? 3. Find a square number between forty and fifty.

More information

Areas of Parallelograms and Triangles 7-1

Areas of Parallelograms and Triangles 7-1 Areas of Parallelograms and Triangles 7-1 Parallelogram A parallelogram is a quadrilateral where the opposite sides are congruent and parallel. A rectangle is a type of parallelogram, but we often see

More information

Mathematics Spiral Review Quarter 1.1 Grade 5

Mathematics Spiral Review Quarter 1.1 Grade 5 Mathematics Spiral Review Quarter 1.1 Basic Computation (4.NBT.4) 378 + 1,761 = Write 538 using number names and expanded form. Estimation (4.NBT.3) Round to the nearest hundred: 329 6,582 Skill of the

More information

Perimeter. Perimeter is the distance around a figure. Add to find the perimeter (P) of each figure. P

Perimeter. Perimeter is the distance around a figure. Add to find the perimeter (P) of each figure. P Place Value: Large Numbers... 5 Comparing Numbers...6 Rounding Numbers...7 Two-Digit Addition with Regrouping...8 Three-Digit Addition with Regrouping...9 Addition of Large Numbers... 10 Problem olving:

More information

Adding Whole Numbers and Money Subtracting Whole Numbers and Money Fact Families, Part 1

Adding Whole Numbers and Money Subtracting Whole Numbers and Money Fact Families, Part 1 Adding Whole Numbers and Money Subtracting Whole Numbers and Money Fact Families, Part 1 Reteaching 1 Math Course 1, Lesson 1 To add money, line up the decimal points. Then add each column starting on

More information

Monday Tuesday Wednesday Thursday

Monday Tuesday Wednesday Thursday Name: Weekly Math Homework - Q1:1 Teacher: Monday Tuesday Wednesday Thursday Use Order of Operations to simplify. Use Order of Operations to simplify. Use Order of Operations to simplify. Use Order of

More information

RELEASED. North Carolina READY End-of-Grade Assessment Mathematics. Grade 4. Student Booklet

RELEASED. North Carolina READY End-of-Grade Assessment Mathematics. Grade 4. Student Booklet REVISE 7//205 Released Form North arolina REY End-of-Grade ssessment Mathematics Grade Student ooklet cademic Services and Instructional Support ivision of ccountability Services opyright 203 by the North

More information

DECIMALS. Chapter INTRODUCTION

DECIMALS. Chapter INTRODUCTION hut6929_ch04_a.qxd 2/8/04 2:47 PM Page 279 Chapter DECIMALS 4 INTRODUCTION When you look into the cockpit of a plane, you have to be impressed with the number of gauges that face the pilot. It is remarkable

More information

Algebra A/B MAT 035. Review for Final Exam

Algebra A/B MAT 035. Review for Final Exam Computation: Evaluate the following expressions: 1. 5-7 + (-8) - (-3) 2 2. -5 (-3) (2) (-5) 3. 4. 5. 11 2 23 + 24 6. 7. (14-3) (3-7) +2 (3-9) 8. 7-2[ ] 9. 20-12 2 3-10. -8[ -4 6 (4-7)] 11. 12 4[7 3(6 2)]

More information

A.M. The time between 12:00 midnight and 12:00 noon. Houghton Mifflin Co. 1 Grade 4 Unit 5

A.M. The time between 12:00 midnight and 12:00 noon. Houghton Mifflin Co. 1 Grade 4 Unit 5 A.M. The time between 12:00 midnight and 12:00 noon. Houghton Mifflin Co. 1 Grade 4 Unit 5 bar graph A graph in which information is shown by means of rectangular bars. Favorite Sea Creature Sea Creature

More information

Gears Ratios and Speed / Problem Solving

Gears Ratios and Speed / Problem Solving Teacher Mechanics Note to the teacher On this page, students will learn about the relationship between gear ratio, gear rotational speed, wheel radius, diameter, circumference, revolutions and distance.

More information

Practice Papers Set D

Practice Papers Set D Practice Papers Set D Instructions Information Use black ink or ball-point pen. Fill in the boxes at the top of this page with your name, centre number and candidate number. Answer all questions. Answer

More information

MATHCOUNTS 2005 State Competition Target Round Problems 1 and 2

MATHCOUNTS 2005 State Competition Target Round Problems 1 and 2 MATHCOUNTS 2005 State Competition Target Round Problems 1 and 2 Name School Chapter DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. This round of the competition consists of eight problems, which will

More information

Measuring Length. Goals. You will be able to

Measuring Length. Goals. You will be able to Measuring Length Goals You will be able to choose, use, and rename metric length measurements measure perimeters of polygons solve problems using diagrams and graphs Running in a Triathlon Racing Snails

More information

Common Core State Standards

Common Core State Standards 0 03 Pacing Guide for Sixth Grade Common Core State Standards Math Content Standards Ratios and Proportional Relationships RP Understand ratio concepts and use ratio reasoning to solve problems. The Number

More information

Factor. Decimal Concepts. 3 Examples/ Counterexamples. What is a Decimal? Vocab Word. Slide 2 / 192. Slide 1 / 192. Slide 3 / 192.

Factor. Decimal Concepts. 3 Examples/ Counterexamples. What is a Decimal? Vocab Word. Slide 2 / 192. Slide 1 / 192. Slide 3 / 192. Slide 1 / 192 Slide 2 / 192 New Jersey enter for Teaching and Learning Progressive Mathematics Initiative 5th Grade This material is made freely available at www.njctl.org and is intended for the non-commercial

More information

8-1. The Pythagorean Theorem and Its Converse. Vocabulary. Review. Vocabulary Builder. Use Your Vocabulary

8-1. The Pythagorean Theorem and Its Converse. Vocabulary. Review. Vocabulary Builder. Use Your Vocabulary 8-1 he Pythagorean heorem and Its Converse Vocabulary Review 1. Write the square and the positive square root of each number. Number Square Positive Square Root 9 81 3 1 4 1 16 1 2 Vocabulary Builder leg

More information

Name Date PD. Pythagorean Theorem

Name Date PD. Pythagorean Theorem Name Date PD Pythagorean Theorem Vocabulary: Hypotenuse the side across from the right angle, it will be the longest side Legs are the sides adjacent to the right angle His theorem states: a b c In any

More information

8. A. 5.62; 5 wholes, 6 tenths, and 2 hundredths B C. 6 D A.* two and three-hundredths. B.* and 2.03

8. A. 5.62; 5 wholes, 6 tenths, and 2 hundredths B C. 6 D A.* two and three-hundredths. B.* and 2.03 Student Guide Questions 2 (SG pp. 466 4). A.* A denominator of means the whole is divided into equal parts. In this case, one dollar is divided into cents. * A numerator of means we are interested in of

More information

PSLE Math Problem Sums that Most P6 Pupils Stumble Over (Part 7)

PSLE Math Problem Sums that Most P6 Pupils Stumble Over (Part 7) 1. Mandy has 23 one-dollar coins. Nicole has 148 one-dollar coins. Every day, Nicole gives Mandy 12 one-dollar coins each time while Mandy gives Nicole 6 one-dollar coins. After how many days would Mandy

More information

Pacific Charter Institute Pacing Guide Grade(s): _5 Subject Area: _Math in Focus grade 5 CP: yes _X no

Pacific Charter Institute Pacing Guide Grade(s): _5 Subject Area: _Math in Focus grade 5 CP: yes _X no Week 1 Pre-requisite skills review Chapter 1 pre-test Assessment 5 chapter pre-test pp. 1-4 or MIF Student book 5A pp. 1-4 Reteach 4A (1.1, 1.2, 2.1, 3.2, 3.4) NWEA Kids start Wed. Week 2 1.1 Writing numbers

More information

Gap Closing. Representing and Comparing Decimals. Junior / Intermediate Student Book

Gap Closing. Representing and Comparing Decimals. Junior / Intermediate Student Book Gap Closing Representing and Comparing Decimals Junior / Intermediate Student Book Module 7 Representing and Comparing Decimals Diagnostic...4 Representing Decimal Tenths...7 Representing Decimal Hundredths...10

More information

Time available for students to complete test: 40 minutes

Time available for students to complete test: 40 minutes national assessment program literacy and numeracy NUMERACY CALCULATOR ALLOWED year 7 008 0:40 SESSION Time available for students to complete test: 40 minutes Use B or HB pencil only Curriculum Corporation,

More information

GRADE 8 BASELINE TEST 2013 MATHEMATICS. 1 Hour 30 Minutes

GRADE 8 BASELINE TEST 2013 MATHEMATICS. 1 Hour 30 Minutes GRADE 8 BASELINE TEST 2013 GRADE 8 BASELINE TEST MATHEMATICS 2013 MATHEMATICS 1 Hour 30 Minutes 1 Hour 30 Minutes SCHOOL:. LEARNER:.. CLASS: 1 Baseline Assessment Instrument Gr 8 (135 marks) Read the questions

More information

Newport Mill Middle School. Summer Math Packet Incoming Grade 6

Newport Mill Middle School. Summer Math Packet Incoming Grade 6 Newport Mill Middle School Summer Math Packet Incoming Grade 6 . Several expressions are shown. Decide if the value of the expression is less than, equal to, or greater than 5. Write the expressions in

More information

Set 1. 1) A 140-pound student burns 5.4 calories per minute while playing tennis. After 60 minutes, how many calories has the student burned?

Set 1. 1) A 140-pound student burns 5.4 calories per minute while playing tennis. After 60 minutes, how many calories has the student burned? Set 1 1) A 140-pound student burns 5.4 calories per minute while playing tennis. After 60 minutes, how many calories has the student burned? 2) Sam drives at a constant rate of 60 miles per hour. How many

More information

Data and Probability

Data and Probability 5 CHAPTER Data and Probability Lesson 5.1 Average Find the mean or average of each set of data. The table shows the number of books Sophia borrowed from the library in four months. Number of Books Borrowed

More information

Name Date Period. (D) 4 π. 3. One revolution per minute is about: (A) rad/s (B) rad/s (C) 0.95 rad/s (D) 1.57 rad/s (E) 6.

Name Date Period. (D) 4 π. 3. One revolution per minute is about: (A) rad/s (B) rad/s (C) 0.95 rad/s (D) 1.57 rad/s (E) 6. Name Date Period Worksheet 5.2 Applications of Angles Show all work. All answers must be given as either simplified, exact answers. A calculator is permitted unless otherwise stated. Unless stated otherwise,

More information

0:40. year. Use 2B or HB pencil only SESSION 1. Time available for students to complete test: 40 minutes

0:40. year. Use 2B or HB pencil only SESSION 1. Time available for students to complete test: 40 minutes national assessment program literacy and numeracy NUMERACY calculator ALLOWED year 7 2011 0:40 SESSION 1 Time available for students to complete test: 40 minutes Use 2B or HB pencil only Australian Curriculum,

More information

Operations with Fractions. reciprocals (recíprocos) ESSENTIAL QUESTION. How can you use operations with fractions to solve real-world problems?

Operations with Fractions. reciprocals (recíprocos) ESSENTIAL QUESTION. How can you use operations with fractions to solve real-world problems? UNIT Study Guide MODULE MODULE? Review Operations with Fractions Key Vocabulary reciprocals (recíprocos) ESSENTIAL QUESTION How can you use operations with fractions to solve real-world problems? EXAMPLE

More information

Pre-Algebra Chapter 3 Decimals and Equations

Pre-Algebra Chapter 3 Decimals and Equations Pre-Algebra Chapter 3 Decimals and Equations SOME NUMBERED QUESTIONS HAVE BEEN INTENTIONALLY DELETED OR REMOVED. YOU WILL NOT BE USING A CALCULATOR FOR PART I MULTIPLE-CHOICE QUESTIONS, AND THEREFORE YOU

More information

Jeremy Gregory held the 3,000 yard swim record for 13 year-old males in He swam 3,000 yards in 30 minutes.

Jeremy Gregory held the 3,000 yard swim record for 13 year-old males in He swam 3,000 yards in 30 minutes. Rate Conversions Lesson 1.5 Jeremy Gregory held the 3,000 yard swim record for 13 year-old males in 2006. He swam 3,000 yards in 30 minutes. 30 3000 yards Jeremy found his rate of speed in yards per minute.

More information

Chapter 9 Review/Test

Chapter 9 Review/Test Name Chapter 9 Review/Test Personal Math Trainer Online Assessment and Intervention 1. Select a number shown by the model. Mark all that apply. 14 40 1.4 1 4 14 4.1 2. Rick has one dollar and twenty-seven

More information

Fourth Grade. Slide 1 / 100. Slide 2 / 100. Slide 3 / 100. Measurement and Data. Table of Contents Click on a topic to go to that section.

Fourth Grade. Slide 1 / 100. Slide 2 / 100. Slide 3 / 100. Measurement and Data. Table of Contents Click on a topic to go to that section. Slide 1 / 100 Slide 2 / 100 Fourth Grade Measurement and Data 2015-11-23 www.njctl.org Table of Contents Click on a topic to go to that section Slide 3 / 100 Line Plots Measurement Systems Conversion of

More information

Year 10 Mathematics, 2007

Year 10 Mathematics, 2007 Student s Name: Teacher s Name: 10 Year 10 athematics, 2007 lgebra Use straightforward algebraic methods and sketch and interpret features of linear graphs Time: 20 minutes. Check that you have entered

More information

Daily Math Log #1. 1) Two thousand, seven hundred thirty-four dolls

Daily Math Log #1. 1) Two thousand, seven hundred thirty-four dolls Daily Math Log #1 1) Two thousand, seven hundred thirty-four dolls were sold in the first half of the year. Four thousand, one hundred seventy dolls were sold in the second half of the year. What was the

More information

PART 3 MODULE 6 GEOMETRY: UNITS OF GEOMETRIC MEASURE

PART 3 MODULE 6 GEOMETRY: UNITS OF GEOMETRIC MEASURE PART 3 MODULE 6 GEOMETRY: UNITS OF GEOMETRIC MEASURE LINEAR MEASURE In geometry, linear measure is the measure of distance. For instance, lengths, heights, and widths of geometric figures are distances,

More information

USE INEQUALITY NOTATION TO SPECIFY SIMPLE ERROR INTERVALS DUE TO TRUNCATION OR ROUNDING (foundation and higher tier)

USE INEQUALITY NOTATION TO SPECIFY SIMPLE ERROR INTERVALS DUE TO TRUNCATION OR ROUNDING (foundation and higher tier) N15 USE INEQUALITY NOTATION TO SPECIFY SIMPLE ERROR INTERVALS DUE TO TRUNCATION OR ROUNDING (foundation and higher tier) You should be able to find least and greatest value of a number that has been rounded

More information

How do you write one million five hundred thousand dollars in numbers

How do you write one million five hundred thousand dollars in numbers How do you write one million five hundred thousand dollars in numbers Proper English rules for when and how to write numbers. Consistent: You can earn from one million to five million dollars. Inconsistent:

More information

Gabe represents his mystery number with the variable f.

Gabe represents his mystery number with the variable f. Mystery Numbers Home Link 7- Gabe and Aurelia play Number Squeeze. Gabe represents his mystery number with the variable f. - a. Represent each of the two Number Squeeze clues with an inequality. Describe

More information

MATHCOUNTS Chapter Competition Target Round Problems 1 and 2 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO.

MATHCOUNTS Chapter Competition Target Round Problems 1 and 2 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. MATHCOUNTS 2012 Chapter Competition Target Round Problems 1 and 2 Name School DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. This section of the competition consists of eight problems, which will be presented

More information

13.7 Quadratic Equations and Problem Solving

13.7 Quadratic Equations and Problem Solving 13.7 Quadratic Equations and Problem Solving Learning Objectives: A. Solve problems that can be modeled by quadratic equations. Key Vocabulary: Pythagorean Theorem, right triangle, hypotenuse, leg, sum,

More information

Chapter 10. Right Triangles

Chapter 10. Right Triangles Chapter 10 Right Triangles If we looked at enough right triangles and experimented a little, we might eventually begin to notice some relationships developing. For instance, if I were to construct squares

More information

Special Right Triangle Task Cards

Special Right Triangle Task Cards Special Right Triangle Task Cards 45-45-90 and 30-60-90 Special Right Triangle Task Cards 45-45-90 and 30-60-90 Teachers: I have included 2 sets of task cards. The first set (slides 3-9) asks for the answer

More information

Library Guide. Grade 6

Library Guide. Grade 6 Library Guide Grade 6 Renaissance Learning P. O. Box 806 Wisconsin Rapids, WI 9-806 Phone: (800) 8-0 FAX: (71) - Email: answers@renlearn.com Support Email: support@renlearn.com Web Site: www.renlearn.com

More information

Measurement LESSON ONE - Metric and Imperial Lesson Notes

Measurement LESSON ONE - Metric and Imperial Lesson Notes 0 1 2 Measurement Introduction Introduction to Measurement a) Complete the following table: Unit Length Multiplying (in metres) Factor Referent mm cm dm m dam hm km b) Indicate which measuring tool is

More information

MATHCOUNTS State Competition Target Round Problems 1 and 2 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO.

MATHCOUNTS State Competition Target Round Problems 1 and 2 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. MATHCOUNTS Name School Chapter 2006 State Competition Target Round Problems 1 and 2 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. This round of the competition consists of eight problems, which will

More information

Name Period Date. reciprocal. Commutative Property. improper fraction. simplest form

Name Period Date. reciprocal. Commutative Property. improper fraction. simplest form Name Period Date 6th grade Preap Math Test Review on Chapter Lessons,, 3, 4, 5, 6, 7 and 8. This is just a sample of what is on the test. Any skills which we have done this year, may be on test. Review

More information

Ch. 8 Review Analyzing Data and Graphs

Ch. 8 Review Analyzing Data and Graphs How to find the Median Value It's the middle number in a sorted list. To find the Median, place the numbers you are given in value order and find the middle number. Look at these numbers: 3, 13, 7, 5,

More information

Fourth Grade. Line Plots. Slide 1 / 100 Slide 2 / 100. Slide 4 / 100. Slide 3 / 100. Slide 6 / 100. Slide 5 / 100. Measurement and Data

Fourth Grade. Line Plots. Slide 1 / 100 Slide 2 / 100. Slide 4 / 100. Slide 3 / 100. Slide 6 / 100. Slide 5 / 100. Measurement and Data Slide 1 / 100 Slide / 100 Fourth Grade Measurement and ata 015-11-3 www.njctl.org Slide 3 / 100 Slide 4 / 100 Table of ontents lick on a topic to go to that section Line Plots Measurement Systems onversion

More information

Lesson 1.1 Imperial Measures of Length Exercises (pages 11 12) a) Foot; because my desk is higher than 1 ft., but not as high as 1 yd.

Lesson 1.1 Imperial Measures of Length Exercises (pages 11 12) a) Foot; because my desk is higher than 1 ft., but not as high as 1 yd. Lesson 1.1 Imperial Measures of Length Exercises (pages 11 1) A 3. Answers may vary. For example: a) Foot; because my desk is higher than 1 ft., but not as high as 1 yd. b) Inch; because a mattress is

More information

Surface Area and Volume of Pyramids

Surface Area and Volume of Pyramids Surface Area and Volume of Pyramids Problem Set For each pyramid, identify the variable that represents each of the following: A. Height B. Slant height C. Side length of base 1. 3. a d e y z b w v c x

More information

Perimeter. Perimeter is the distance around a shape. You can use grid. Step 1 On grid paper, draw a rectangle that has a length

Perimeter. Perimeter is the distance around a shape. You can use grid. Step 1 On grid paper, draw a rectangle that has a length Lesson 13.1 Perimeter Perimeter is the distance around a shape. You can use grid paper to count the number of units around the outside of a rectangle to find its perimeter. How many feet of ribbon are

More information

Name: Section: Tuesday February 14 th 12.8 (2 pages) Wednesday February 15 th Conversion Worksheets (2 pages) Thursday February 16 th 12.

Name: Section: Tuesday February 14 th 12.8 (2 pages) Wednesday February 15 th Conversion Worksheets (2 pages) Thursday February 16 th 12. Homework Hello Students and Parents. We will continue Chapter 12 this week, Measurements. Students will use models to compare metric units of length, weight and volume. Students will use models to compare

More information

BLoCK 4 ~ FrACtIons And decimals

BLoCK 4 ~ FrACtIons And decimals BLoCK 4 ~ FrACtIons And decimals decimals Lesson 21 place value with decimals ------------------------------------------- 109 Explore! Base-Ten Blocks Lesson 22 rounding decimals ---------------------------------------------------

More information

MATHCOUNTS. Raytheon National Competition Sprint Round Problems 1 30 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. Name.

MATHCOUNTS. Raytheon National Competition Sprint Round Problems 1 30 DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. Name. MATHCOUNTS 2009 National Competition Sprint Round Problems 1 30 Name State DO NOT BEGIN UNTIL YOU ARE INSTRUCTED TO DO SO. This round of the competition consists of 30 problems. You will have 40 minutes

More information

WAT305 Math Part 1 ABC Math

WAT305 Math Part 1 ABC Math WAT305 Math Part 1 ABC Math Good to know for certification: You have used 35 150lb cylinders of Chlorine in 2011 how many pounds total did you use? How many pounds per month did you use? If demand is expected

More information

TOPIC III: Proportional Reasoning. Good Luck to:

TOPIC III: Proportional Reasoning. Good Luck to: Good Luck to: Period: Date DIRECTIONS: Show all work in the space provided. 1. Joniqua wants to get an A in her Algebra 1 class. So far she has four test scores; 77%, 83%, 97%, and 95%. Which choice best

More information

Areas of Trapezoids, Rhombuses, and Kites. To find the area of a trapezoid, rhombus, or kite

Areas of Trapezoids, Rhombuses, and Kites. To find the area of a trapezoid, rhombus, or kite 10-2 Areas of Trapezoids, Rombuses, and Kites Common Core State Standards G-MG.A.1 Use geometric sapes, teir measures, and teir properties to describe objects. MP 1, MP 3, MP 4, MP 6 Objective To find

More information

Four in a Row Algebraic Expression. Suggested expressions: x + y x - y -x + 2y x - y -(x + y) 2x - 3y y + 1 2

Four in a Row Algebraic Expression. Suggested expressions: x + y x - y -x + 2y x - y -(x + y) 2x - 3y y + 1 2 Four in a Row 7 x 6 5 4 3 2 1-8 -7-6 -5-4 -3-2 -1 0 1 2 3 4 5 6 7 8 y -1-2 -3-4 -5-6 -7 Algebraic Expression Suggested expressions: x + y x - y -x + 2y x - y -(x + y) 2x - 3y y + 1 2 Page 84 Classroom

More information

Name: Date: Period: Score: Rotational Symmetry

Name: Date: Period: Score: Rotational Symmetry Rotational Symmetry Symmetry: Symmetry is the property of a shape that allows it to be carried onto itself either by by reflection, or rotation. The second kind of symmetry is called rotational symmetry.

More information

VIRGINIA STANDARDS OF LEARNING. Spring 2005 Released Test GRADE 3 MATHEMATICS CORE 1. Property of the Virginia Department of Education

VIRGINIA STANDARDS OF LEARNING. Spring 2005 Released Test GRADE 3 MATHEMATICS CORE 1. Property of the Virginia Department of Education SESSO: 53 PE: 1 3/20/06 12:33 O S-joer PTH: @sunultra1/raid/s_tpc/rp_va_sprg06/jo_06-ribsg03/v_g3mth-1 VR STRS OF ER Spring 2005 Released Test RE 3 MTHEMTS ORE 1 Property of the Virginia epartment of Education

More information

EQ: GMD.1 What is Cavalieri's Principle?

EQ: GMD.1 What is Cavalieri's Principle? EQ: GMD.1 What is Cavalieri's Principle? Essential Question Essential Question Essential Question Essential Question Essential Question Essential Question Essential Question Week 14, Lesson 1 1. Warm Up

More information

Special Right Triangles

Special Right Triangles GEOMETRY Special Right Triangles OBJECTIVE #: G.SRT.C.8 OBJECTIVE Use trigonometric ratios and the Pythagorean Theorem to solve right triangles in applied problems. *(Modeling Standard) BIG IDEA (Why is

More information

Candidate Name Centre Number Candidate Number MATHEMATICS - NUMERACY UNIT 1: NON-CALCULATOR FOUNDATION TIER SPECIMEN PAPER SUMMER 2017

Candidate Name Centre Number Candidate Number MATHEMATICS - NUMERACY UNIT 1: NON-CALCULATOR FOUNDATION TIER SPECIMEN PAPER SUMMER 2017 GCSE MATHEMATICS - NUMERACY Specimen Assessment Materials 51 Candidate Name Centre Number Candidate Number 0 GCSE MATHEMATICS - NUMERACY UNIT 1: NON-CALCULATOR FOUNDATION TIER SPECIMEN PAPER SUMMER 2017

More information

Bellwork MCT Practice Test (Form A) Problem numbers.

Bellwork MCT Practice Test (Form A) Problem numbers. Course 7 th Grade Math Student Objective (Obj. 5d) TSW determine probability through experimentation and calculations. DETAIL LESSON PLAN Tuesday, April 16 / Wednesday, April 17 Lesson 12-1, 12-2 Probability

More information

Unit 1 Summary. License Math: Basic Math in Real Estate. Converting fractions to decimals

Unit 1 Summary. License Math: Basic Math in Real Estate. Converting fractions to decimals Converting fractions to decimals Some real estate math problems will contain fractions. While it is possible to solve the problem using fractions, it s typically easier to convert the fraction to a decimal

More information

Name. STAR CITY Math / Geometry / Review: Right Triangles. Teacher Period

Name. STAR CITY Math / Geometry / Review: Right Triangles. Teacher Period STAR CITY Math / Geometry / Review: Right Triangles 1. Firefighters use a 20 foot extension ladder to reach 16 feet up a building. How far from the building should they place the base of the ladder? Name

More information

North Carolina Science Olympiad Elementary Division Data Crunchers. Station 1. Determine the missing angle

North Carolina Science Olympiad Elementary Division Data Crunchers. Station 1. Determine the missing angle Determine the missing angle. Station 1 1. 2. Station 2 Examine the dog bowl and blocks given: 3. Estimate the number of blocks that will fit into the dog bowl so that they are even with the top edge. Station

More information

%10 %10 %10 %20 %20 %30 %20 %30 %40 %40

%10 %10 %10 %20 %20 %30 %20 %30 %40 %40 Copyright 202 All rights reserved. The purchaser may make copies for individual, classroom, or home use. Reproduction for school wide or district wide use is prohibited. To obtain permission to use material

More information

11-1 Solving Two-Step Equations. Warm Up Problem of the Day Lesson Presentation Lesson Quizzes

11-1 Solving Two-Step Equations. Warm Up Problem of the Day Lesson Presentation Lesson Quizzes Warm Up Problem of the Day Lesson Presentation Lesson Quizzes Warm Up Solve. 1. n + 9 = 17 2. 6x = 42 3. 71 z = 55 4. y 8 n = 8 x = 7 z = 16 = 9 y = 72 Problem of the Day Rhombus ABCD has a perimeter of

More information

Problem of the Day # 1

Problem of the Day # 1 # 1 How many rectangles are in the figure below? # 2 For his birthday Zack gets four pairs of shorts (red, blue, black, and green) and three new T-shirts (a Batman T-shirt, a Braves T-shirt, and a Carolina

More information

Topic A: Understand Concepts About the Ruler... 4 Lesson Happy Counting Two More Lesson

Topic A: Understand Concepts About the Ruler... 4 Lesson Happy Counting Two More Lesson FLUENCY Grade 2, Mission 2 Explore Length Fluencies Topic A: Understand Concepts About the Ruler... 4 Lesson 1... 4 Happy Counting 20 40... 4 Two More... 4 Lesson 2... 5 Renaming the Say Ten Way... 5 Say

More information

% per year Age (years)

% per year Age (years) Stat 1001 Winter 1998 Geyer Homework 2 Problem 3.1 66 inches and 72 inches. Problem 3.2 % per year 0.0 0.5 1.0 1.5 0 20 40 60 80 Age (years) (a) Age 1. (b) More 31-year olds (c) More people age 35{44,

More information

Chapter 12 Review/Test

Chapter 12 Review/Test Name Chapter 12 Review/Test Personal Math Trainer Online Assessment and Intervention 1. Mrs. Miller wants to estimate the width of the steps in front of her house. Select the best benchmark for her to

More information

CH 34 MORE PYTHAGOREAN THEOREM AND RECTANGLES

CH 34 MORE PYTHAGOREAN THEOREM AND RECTANGLES CH 34 MORE PYTHAGOREAN THEOREM AND RECTANGLES 317 Recalling The Pythagorean Theorem a 2 + b 2 = c 2 a c 90 b The 90 angle is called the right angle of the right triangle. The other two angles of the right

More information

Quali cations. Forename(s) Surname Number of seat

Quali cations. Forename(s) Surname Number of seat FOR OFFICIAL USE Quali cations N5National 015 X744/75/01 WEDNESDAY, 9 APRIL 1:00 PM 1:50 PM Mark Lifeskills Mathematics Paper 1 (Non-Calculator) *X7447501* Fill in these boxes and read what is printed

More information

4.8 Applications of Polynomials

4.8 Applications of Polynomials 4.8 Applications of Polynomials The last thing we want to do with polynomials is, of course, apply them to real situations. There are a variety of different applications of polynomials that we can look

More information

Section A Reading Scales Grade G / F

Section A Reading Scales Grade G / F Name: Teacher Assessment Section A Reading Scales Grade G / F 1. Write down the value of each number indicated by an arrow. 2 3 4 5 Answer.. 3 2 1 Answer.. (c) 20 40 60 80 Answer.. St Paul s Catholic School

More information

Translations: Comparison Sentences

Translations: Comparison Sentences Translations: Comparison Sentences A comparison sentence is a special form of translation, a single sentence within a word problem that provides information about two different things: two unknowns. In

More information

Student Outcomes. Lesson Notes. Classwork. Discussion (20 minutes)

Student Outcomes. Lesson Notes. Classwork. Discussion (20 minutes) Student Outcomes Students explain a proof of the converse of the Pythagorean Theorem. Students apply the theorem and its converse to solve problems. Lesson Notes Students had their first experience with

More information

Right-angled triangles and trigonometry

Right-angled triangles and trigonometry Right-angled triangles and trigonometry 5 syllabusref Strand: Applied geometry eferenceence Core topic: Elements of applied geometry In this cha 5A 5B 5C 5D 5E 5F chapter Pythagoras theorem Shadow sticks

More information

Algebra 3.5 day 1.notebook. September 10, Bellwork

Algebra 3.5 day 1.notebook. September 10, Bellwork Bellwork 1 Go over Quiz 2 Partners 3 Before we have our HW quiz, check your work and answers with last night's HW with your partner. If there is something your partner is not sure about, help them. If

More information

Corkagh Park Maths Trail

Corkagh Park Maths Trail Open your Corkagh Park Maths Trail In association with: This trail begins at the noticeboard at the entrance near the St John s Wood car parks in Corkagh Park The producers of this Maths Trail accept no

More information

Study Guide and Intervention

Study Guide and Intervention Study Guide and Intervention Normal and Skewed Distributions A continuous probability distribution is represented by a curve. Types of Continuous Distributions Normal Positively Skewed Negatively Skewed

More information

Lesson 3: Using the Pythagorean Theorem. The Pythagorean Theorem only applies to triangles. The Pythagorean Theorem + = Example 1

Lesson 3: Using the Pythagorean Theorem. The Pythagorean Theorem only applies to triangles. The Pythagorean Theorem + = Example 1 Lesson 3: Using the Pythagorean Theorem The Pythagorean Theorem only applies to triangles. The Pythagorean Theorem + = Example 1 A sailboat leaves dock and travels 6 mi due east. Then it turns 90 degrees

More information

Revision 7/2/02 MEASURING WRAVMA DRAWING DESIGNS WITH SCORING TEMPLATES

Revision 7/2/02 MEASURING WRAVMA DRAWING DESIGNS WITH SCORING TEMPLATES Revision 7/2/02 MEASURING WRAVMA DRAWING DESIGNS WITH SCORING TEMPLATES -these suggested criteria supplement the criteria in the WRAVMA manual *Note item designs depicted here are representational and

More information

Chapter 5 Answers. Copyright 2005 by Thomson Nelson

Chapter 5 Answers. Copyright 2005 by Thomson Nelson Chapter 5 Answers Problem of the Week p. 3 1. Freya s new bike has a mass of 6 kg. The length of the bike is 1.9 m. The wheels are 520 mm in width. The seat is 82 cm from the ground in height. 2. For example,

More information

two points on a line. Plugging the given values into the ratio gives 5 3 = 2

two points on a line. Plugging the given values into the ratio gives 5 3 = 2 www.mathblackboard.com ruth@mathblackboard.com 18-310-190 ARCHIVE of POSTED PROBLEMS TO PONDER and SOLUTIONS for HIGH SCHOOL: Posted 01/30: If is the first term and 56 if the fourth term of a geometric

More information

(a) Advertised Jackpot Prize- The estimated annuitized Jackpot Prize amount as determined by the Mega

(a) Advertised Jackpot Prize- The estimated annuitized Jackpot Prize amount as determined by the Mega 53ER17-70 MEGA MILLIONS. (1) Definitions. The following words and terms, when used in this rule, have the following meanings, unless the context clearly indicates otherwise: (a) Advertised Jackpot Prize-

More information

Energy Drilling Prospects

Energy Drilling Prospects 01 05 Energy Drilling Prospects Fraser Offshore Ltd is a drilling project management company. It designs, plans and drills oil wells for clients who are typically oil & gas companies or large utilities

More information

Fiche outil anglais What s your name?

Fiche outil anglais What s your name? Fiche outil anglais What s your name? My name is Jane. My name s Jane. Who are you? I m your teacher. How old are you? I m five years old. How are you? I m fine. Where do you live? I live in London. What

More information

Mini-Golf Course Description. 1. You must draw your design on a piece of graph paper so that it will cover all four quadrants.

Mini-Golf Course Description. 1. You must draw your design on a piece of graph paper so that it will cover all four quadrants. Algebra 1 Mrs. Blake B256 Mini-Golf Course Description Guidelines for your creation: 1. You must draw your design on a piece of graph paper so that it will cover all four quadrants. 2. On the graph paper

More information

Rounding, Estimation, and Order

Rounding, Estimation, and Order 1.4 Rounding, Estimation, and Order 1.4 OBJECTIVES 1. Round a whole number at any place value 2. Estimate sums and differences by rounding 3. Estimate distance 4. Use the symbols and It is a common practice

More information

gives each of his children one section, what fraction remains for himself?

gives each of his children one section, what fraction remains for himself? Name: lass: Date: 4th Grade Mini-MAFS 7 (to be used after Lesson 7.5) MAFS.4.NF.2.3a, MAFS.4.NF.2.3b, MAFS.4.NF.2.3d Multiple hoice Identify the choice that best completes the statement or answers the

More information

UNIT 2 PRACTICE PROBLEMS

UNIT 2 PRACTICE PROBLEMS UNIT 2 PRACTICE PROBLEMS 1. Determine the signed number that best describes the statements below. Statement The boiling point of water is 212 o F Signed Number Carlos snorkeled 40 feet below the surface

More information

Trade of Metal Fabrication. Module 1: Basic Fabrication Unit 3: Tools and Equipment Phase 2

Trade of Metal Fabrication. Module 1: Basic Fabrication Unit 3: Tools and Equipment Phase 2 Trade of Metal Fabrication Module 1: Basic Fabrication Unit 3: Tools and Equipment Phase 2 Table of Contents List of Figures... 3 List of Tables... 4 Document Release History... 5 Module 1 Basic Fabrication...

More information

Scarborough Spring 2013 Math Exam I 1. "On my honor, as an Aggie, I have neither given nor received unauthorized aid on this academic work.

Scarborough Spring 2013 Math Exam I 1. On my honor, as an Aggie, I have neither given nor received unauthorized aid on this academic work. Scarborough Spring 2013 Math 365-501 Exam I 1 Math 365 Exam 1 Spring 2013 Scarborough NEATLY PRINT NAME: STUDENT ID: DATE: "On my honor, as an Aggie, I have neither given nor received unauthorized aid

More information

GENERAL MATHEMATICS 3 WEEK 16 NOTES TERM 2

GENERAL MATHEMATICS 3 WEEK 16 NOTES TERM 2 GENERAL MATHEMATICS 3 WEEK 16 NOTES TERM 2 Calculating probability often involves large numbers. For example, in Lotto there are 8 145 060 combinations of 6 numbers (in Lotto you choose 6 numbers out of

More information