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

 Nancy McBride
 6 months ago
 Views:
Transcription
1 Rate Conversions Lesson 1.5 Jeremy Gregory held the 3,000 yard swim record for 13 yearold males in He swam 3,000 yards in 30 minutes yards Jeremy found his rate of speed in yards per minute. 30 minutes = 100 yards 1 minute He swam 100 yards per minute. 30 Jeremy s coach wanted to know Jeremy s speed in feet per minute. Changing units on rates is called a rate conversion. Jeremy s coach did a rate conversion to change 100 yards per minute to feet per minute. Find the conversion factor relating yards and feet. 1 yard = 3 feet rate. 1 yard 3 feet or 3 feet 1 yard Multiply the original rate by one of the rates above. One of the rates can be used to cancel out the unwanted unit of measurement. Below, notice the rate in green allows yards to be canceled. The remaining answer is in feet per minute. The yellow rate does not work since both yards and feet remain in the final rate. 100 yards 1 minute 1 yard = _ 100 yard yard OR yards feet 3 minute feet 1 minute 3 feet = _ 300 yard feet = 300 feet 1 yard 1 minute yard 1 minute The original rate of 100 yards per minute had the yards unit in the numerator. Canceling out yards requires the conversion rate to have yards in the denominator. 22 Lesson 1.5 ~ Rate Conversions
2 Example 1 Convert 48 miles per hour to miles per minute. Write the rate as a fraction. Write the conversion factor that relates hours to minutes. conversion rate. Choose the conversion rate with hours in the numerator since hours is in the denominator of the original rate. 48 miles = 60 minutes 60 minutes or 60 minutes Multiply the original rate and the conversion rate. Cancel units. Simplify the rate to a unit rate. Fortyeight miles per hour is equal to 0.8 miles per minute. 48 miles = 48 miles 60 minutes 60 minutes 48 miles = 0.8 miles 60 minutes 1 minute Sometimes the units in both the numerator and the denominator need to be converted to find the unit rate. If this is the case, pick one unit of measurement to convert first. Complete that conversion. Then, perform the second conversion on the new rate. Example 2 Rolando rides his scooter 9 kilometers per hour. Find his rate in meters per minute. Write the rate as a fraction. Choose one unit of measurement to convert first. Write the conversion factor that relates hours to minutes. conversion rate. Choose the conversion rate with hours in the numerator since hours is in the denominator of the original rate. 9 kilometers = 60 minutes 60 minutes or 60 minutes Multiply the original rate and the conversion rate. Cancel units. 9 kilometers 60 minutes = 9 kilometers 60 minutes Lesson 1.5 ~ Rate Conversions 23
3 Example 2 (Continued) Write the conversion factor that relates kilometers to meters. conversion with kilometers in the denominator since kilometers is in the numerator of the original rate. 1 kilometer = 1,000 meters 1000 meters or 1 kilometer 1 kilometer 1000 meters Multiply the rate from the first conversion and the conversion rate. Cancel units. 9 kilometers 1000 meters = 9000 meters 60 minutes 1 kilometer 60 minutes Simplify the rate to a unit rate meters = 150 meters 60 minutes 1 minute Rolando traveled 150 meters per minute on his scooter. exercises 1. Which of the following rates are equal to 1? Write all of the rates that apply. 1 foot 12 inches 1 meter yard centimeters 4 feet 60 minutes 1 mile 5000 feet 2000 pounds 1 ton Complete each rate so it is equal to kilometer meters 3. 1 gallon quarts 4. seconds 5. 1 mile inches 6. _ centimeters inches 1 kilometer 7. 1 yard Convert each rate to feet per hour miles per hour miles per hour feet per minute 24 Lesson 1.5 ~ Rate Conversions
4 Determine which rate should be used to complete each of the following conversions miles to feet hour A. 1 mile 5280 feet or B feet 1 mile 3 meters to meters 1 minute second A. 1 minute 60 seconds or B. 60 seconds 1 minute gallons per hour to gallons per second A. _ 3600 seconds or B. _ 3600 seconds 1 pound pounds per box to ounces per box A. 16 ounces or B. 16 ounces 1 pound 15. A dog barks 20 times in 10 minutes. a. Write this as a unit rate in barks per minute. b. Convert the rate to barks per hour. 16. A snail travels at a rate of inches per minute. Find this rate in inches per second. 17. Inessa walks 5 miles per hour. Find Inessa s rate in feet per second. 18. Michael was rock climbing El Capitan in Yosemite National Park. He climbed up the rock wall at a rate of 0.1 feet per second. Find Michael s climbing rate in feet per hour. 19. The average respiratory rate of an adult is 12 breaths per minute. What is an adult s average number of breaths per day? 20. A parachutist falls at a rate of 18 feet per second. Find the rate of fall in miles per hour. 21. Nate s heart beats about 103,680 times per day. How many times does his heart beat per minute? 22. Quincy drinks 70 ounces of water per day. How many ounces of water will she drink in one year? 23. Ted drove 180 miles in 3 hours. Shanda drove 35 miles in 30 minutes. Assume each person drove at a constant rate. Which person drove faster? Use mathematics to justify your answer. 24. Jerry stirred 2 tablespoons of lemonade mix into 4 quarts of water. Kandice stirred 6 tablespoons of lemonade mix into 12 quarts of water. Write the directions that should be on the lemonade mix explaining the rate of tablespoons of mix to use to quarts of water. Lesson 1.5 ~ Rate Conversions 25
5 review Write a ratio for each situation in simplest form. 25. Thirtyfive students out of 100 interviewed prefer snow to sunshine. a. Write the ratio of students who prefer snow to the total students interviewed. b. Write the ratio of students who prefer sunshine to the total students interviewed. c. Write the ratio of students who prefer snow to those who prefer sunshine. 26. Sixteen boys and 24 girls signed up for the class field trip. a. Write the ratio of boys to girls who signed up for the class field trip. b. Write the ratio of boys to total students who signed up for the class field trip. c. Write the ratio of girls to total students who signed up for the class field trip. Write each rate as a unit rate. $ hours miles 1.5 hours 29. Rodney measured the length of his room. It was 14 1_ 2 feet long. Write the length of his room as a decimal. 30. Watson measured the height of his locker. It was 72.4 centimeters tall. Write the height of his locker as a mixed number in simplest form. TicTacToe ~ How Fast? In the United States, the speed limit on most freeways is 55 miles per hour. In Europe, however, speed would be written as kilometers per hour. Some conversions from customary units to metric units are given below. 1 inch 2.54 centimeters 1 foot centimeters 1 mile 1.61 kilometers Convert each speed to a metric speed. Round to the nearest hundredth if necessary miles per hour to kilometers per hour miles per hour to kilometers per hour miles per hour to meters per hour miles per hour to centimeters per hour feet per minute to centimeters per minute 6. 1,000 feet per minute to centimeters per second miles per hour to kilometers per minute inches per second to meters per hour 26 Lesson 1.5 ~ Rate Conversions
Lesson 12.1 Skills Practice
Lesson 12.1 Skills Practice Name Date Customary to Whom? Customary Measurement Vocabulary Match each definition to its corresponding term. 1. to change a measurement to an equivalent measurement in different
More informationPART 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 informationConverting Customary Units
Convert. Practice A Converting Customary Units 1. 1 yard = feet 2. 1 mile = yards 3. 1 pound = ounces 4. 1 ton = pounds 5. 1 pint = cups 6. 1 quart = pints 7. 1 quart = cups 8. 1 gallon = quarts 9. 24
More informationOperations with Fractions. reciprocals (recíprocos) ESSENTIAL QUESTION. How can you use operations with fractions to solve realworld 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 realworld problems? EXAMPLE
More informationUNIT PLAN. Grade Level: 3 Unit #: 42 Measurement: Length, Volume, Mass, & Equivalencies
UNIT PLAN Grade Level: 3 Unit #: 42 Unit Name Measurement: Length, Volume, Mass, & Equivalencies Big Idea/Theme: Measurement is used to effectively communicate a common language of numerical information.
More informationLesson 22: Getting the Job Done Speed, Work, and Measurement Units
Lesson 22: Getting the Job Done Speed, Work, and Measurement Units Student Outcomes Students decontextualize a given speed situation, representing symbolically the quantities involved with the formula.
More informationAdding 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 informationCumulative 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 informationCumulative Test. Name. Score. Show all work on this paper. Please use the Student Reference Guide.
Name Score Math Course 1 1B 1. Use the numbers 5, 11, and 16 to make two addition facts and two subtraction facts. 11 + 12 12 + 12 12 12 12 12 2. Use the numbers 4, 16, and 64 to make two multiplication
More informationName 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 informationACTIVITY: Finding a Formula Experimentally
8.1 Volumes of Cylinders How can you find the volume of a cylinder? 1 ACTIVITY: Finding a Formula Experimentally Work with a partner. a. Find the area of the face of a coin. b. Find the volume of a stack
More informationChapter 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 informationFourth 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 20151123 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 informationA comparison of two numbers is called a ratio.
A comparison of two numbers is called a ratio. Here are two numbers: 3 and 4 Here are two numbers: 3 and 4 We may write: 3 to 4 Here are two numbers: 3 and 4 We may write: 3 to 4 3:4 Here are two numbers:
More informationExample 1 Add mixed measures.
Name Mixed Measures Essential Question How can you solve problems involving mixed measures? Lesson 12.10 Measurement and Data 4.MD.A.2 Also 4.MD.A.1 MATHEMATICAL PRACTICES MP1, MP2, MP8 Unlock the Problem
More informationA.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 informationName: 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 information2. Write a decimal that is equivalent. 4. Which of the following is NOT equal to ½? a. 0.5
Name Standard: 30.NF.5 express a fraction with denominator 10 as an equivalent fraction with denominator 100, and use this technique to add two fractions with respective denominators 10 and 100 (e.g.,
More informationName Date Period. E) Lowest score: 67, mean: 104, median: 112, range: 83, IQR: 102, Q1: 46, SD: 17
Chapter 6 Review Standards: 4, 7, 8, and 11 Name Date Period Write complete answers, using complete sentences where necessary. Show your work when possible. MULTIPLE CHOICE. Choose the one alternative
More informationTIME MEASUREMENT. A 90 minutes B 180 minutes C 2 hours 30 minutes D 3 hours. + 2 hours +45 min. +15 min.
TIME MEASUREMENT Eample: The McMillians are going to visit their grandparents. They leave their home at a quarter after eleven in the morning. They arrive at their grandparents fifteen minutes after two
More informationMathematics in Contemporary Society Chapter 9
City University of New York (CUNY) CUNY Academic Works Open Educational Resources Queensborough Community College Fall 2015 Mathematics in Contemporary Society Chapter 9 Patrick J. Wallach Queensborough
More informationTOPIC 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 informationAccuplacer Arithmetic Study Guide
Accuplacer Arithmetic Study Guide Section One: Terms Numerator: The number on top of a fraction which tells how many parts you have. Denominator: The number on the bottom of a fraction which tells how
More informationBouncing Ball A C T I V I T Y 8. Objectives. You ll Need. Name Date
. Name Date A C T I V I T Y 8 Objectives In this activity you will: Create a HeightTime plot for a bouncing ball. Explain how the ball s height changes mathematically from one bounce to the next. You
More informationMonday 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 informationFourth 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 015113 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 informationMathematics 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%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 informationMath 081 Worksheet Section 5.4 v01 Spring 2011 Dressler. Name
Math 081 Worksheet Section 5. v01 Spring 2011 Dressler Name Solve. 1) The ratio of a quarterback's completed passes to attempted passes is 5 to 6. If he attempted 2 passes, find how many passes he completed.
More informationLesson 19: Comparison Shopping Unit Price and Related Measurement Conversions
: Comparison Shopping Unit Price and Related Measurement Analyze tables, graphs, and equations in order to compare rates. Classwork Example 1: Creating Tables from Equations 1. The ratio of cups of blue
More informationPerimeter. 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 TwoDigit Addition with Regrouping...8 ThreeDigit Addition with Regrouping...9 Addition of Large Numbers... 10 Problem olving:
More informationLesson 3: Crossing Intersections Safely
Lesson 3: Crossing Intersections Safely Time: approximately 40 minutes This curriculum does not cover every possible scenario that a child may encounter as a pedestrian, but instead addresses the basic
More informationA percent is a ratio that compares a number to 100. It represents part of a whole. Model 54% on the 10by10 grid. Then write the percent as a ratio.
Lesson 5.1 Reteach Model Percents A percent is a ratio that compares a number to. It represents part a whole. Model 54% on the 10by10 grid. Then write the percent as a ratio. Step 1 The grid represents
More informationSum Fun Tournament Meeting (Multiple Topics)
Sum Fun Sum Fun Tournament Meeting (Multiple Topics) Sum Fun Topic There are a wide range of topics and difficulty levels covered during this meeting. Materials Needed The first four items listed below
More informationMeasuring Lung Capacity
Name Class Date Chapter 37 Circulatory and Respiratory Systems Measuring Lung Capacity Introduction The amount of air that you move in and out of your lungs depends on how quickly you are breathing. The
More informationA 28inch ribbon was cut into four equal lengths. How long was each piece of ribbon?
Name Score Benchmark Test 1 Math Course 1 For use after Lesson 0 1. (5) A inch ribbon was cut into four equal lengths. How long was each piece of ribbon? A. 7 inches B. 7 1 inches. () In a class of students
More informationRELEASED. North Carolina READY EndofGrade Assessment Mathematics. Grade 4. Student Booklet
REVISE 7//205 Released Form North arolina REY EndofGrade ssessment Mathematics Grade Student ooklet cademic Services and Instructional Support ivision of ccountability Services opyright 203 by the North
More informationLesson 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 informationInstructional Strategies and Activities. Support/Connections/Resources Adaptations for Diverse Learners/Lesson Extensions
SCALE CITY The Road to Proportional Reasoning: Kentucky Horse Park Lesson TABLE OF CONTENTS Click on a title to go directly to the page. You also can click on web addresses to link to external web sites.
More informationBLoCK 4 ~ FrACtIons And decimals
BLoCK 4 ~ FrACtIons And decimals decimals Lesson 21 place value with decimals  109 Explore! BaseTen Blocks Lesson 22 rounding decimals 
More information4. For parts (a) (d), copy the number line below. Locate and label a point representing each fraction described.
A C E Applications Connections Extensions Applications Investigation. Describe, in writing or with pictures, how compares to.. Multiple Choice On a number line from 0 to 0, where is located? A. between
More informationDECIMALS. 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 informationUnit Conversions Practice
Make the following conversions: 1) Convert 16.7 inches to feet Unit Conversions Practice 2) Convert 25 yards to feet (there are 3 feet in a yard) 3) Convert 90 centuries to years 4) Convert 84 miles to
More informationGears 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 informationand the Link between Oceans, Atmosphere, and Weather
Geography Worksheet Instructions Using a map, atlas, or any other materials your teacher suggests, label the following on the blank map provided. 1. Label East, West, North, and South. 2. Label the following
More informationData 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 informationNAME DATE PERIOD SCORE
NAME DATE PERIOD SCORE Chapter 1 Test 1. Miriam buys 24 petunia plants and 40 azalea plants. She wants to plant an equal number of flowers in each row of her garden. Each row will contain only one type
More informationGap 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 information2018 Chapter Competition Countdown Round Problems 1 80
2018 Chapter Competition Countdown Round Problems 1 80 This booklet contains problems to be used in the Countdown Round. 2018 MATHCOUNTS National Competition Sponsor National Sponsors Raytheon Company
More informationA Liter a Lung Measuring Lung Capacity
A Liter a Lung Measuring Lung Capacity OBJECTIVE In this investigation, students will compare the actual and expected vital capacities of their classmates. LEVEL Middle Grades Life Science CONNECTIONS
More informationUnit 4 Homework Key. Lesson 4.1. Define variables and create equations for each of the following linear situations.
Lesson 4.1 Unit 4 Homework Key Define variables and create equations for each of the following linear situations. 1. It will cost $45 to replace the chain on your bicycle plus $15 per hour of labor. =
More information8. A. 5.62; 5 wholes, 6 tenths, and 2 hundredths B C. 6 D A.* two and threehundredths. 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 informationFour 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 18 76 54 32 1 0 1 2 3 4 5 6 7 8 y 12 34 56 7 Algebraic Expression Suggested expressions: x + y x  y x + 2y x  y (x + y) 2x  3y y + 1 2 Page 84 Classroom
More informationHUNGRY, HUNGRY HIPPOS Learn about the 3rd largest mammal in the world. He weighs over 5,000 pounds and only eats plants!
HUNGRY, HUNGRY HIPPOS Learn about the 3rd largest mammal in the world. He weighs over 5,000 pounds and only eats plants! Grade(s): 24 Objectives (grade dependent): Student(s) will be able to: use place
More informationREFERENCE WORKING PRESSURES AT APPROXIMATELY 4:1 DESIGN FACTOR, PSIG
Nominal Tube OD, in. See Note* 1 5,600 7,000 1/8 0.125 2 6,800 9,000 3 6,650 8,450 1 3,750 4.650 3/16 0.186 2 4,250 5,500 3 4,250 5,450 REFERENCE WORKING PRESSURES AT APPROXIMATELY 4:1 DESIGN FACTOR, PSIG
More informationNewport 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 informationTrade 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 informationTONNAGE GUIDE FOR SIMPLIFIED MEASUREMENT
Rev 0 Feb 2004 TONNAGE GUIE FOR SIMPLIFIE MEASUREMENT Coast Guard Marine Safety Center Tonnage ivision (MSC4) www.uscg.mil/hq/msc TABLE OF CONTENTS 1. PURPOSE...3 2. GROSS / NET TONNAGE VS. ISPLACEMENT
More informationMATHCOUNTS 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 informationMATHCOUNTS 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 informationSection A Converting Units Grade D / C
Name: Teacher Assessment Section A Converting Units Grade D / C 1. Which metric unit would you use to measure the following? (a) The length of a pencil Answer (1) The amount of petrol in a car s tank Answer
More informationThe Application of Temperature and/or Pressure Correction Factors in Gas Measurement
The Application of Temperature and/or Pressure Correction Factors in Gas Measurement COMBINED BOYLE S CHARLES GAS LAWS To convert measured volume at metered pressure and temperature to selling volume at
More informationSECTION 22 CHARTS AND FORMULAS
SECTION 22 CHARTS AND FORMULAS Section 22, page 1 SFI SPECIFICATIONS Following is a list of all SFI Specifications applicable to NHRA Championship Drag Racing, with respective expiration periods. An item
More informationNewburgh Sea Creatures, Inc. Summer Showdown July 1416, 2017
Newburgh Sea Creatures Summer Showdown July 1416, 2017 SANCTION: HOST: POOL ADDRESS: FACILITIES: This meet is sanctioned by USA Swimming and Indiana Swimming. Sanction #IN17320. Newburgh Sea Creatures,
More informationLesson 11.1 Skills Practice
Lesson 11.1 Skills Practice Name Date Four Quadrants Etending the Coordinate Plane Vocabular Define each term in our own words. 1. quadrant 2. Cartesian coordinate plane Problem Set Plot the point represented
More informationThe distancetime graphs below represent the motion of a car. Match the descriptions with the graphs. Explain your answers.
Motion Graphs 6 The distancetime graphs below represent the motion of a car. Match the descriptions with the graphs. Explain your answers. Descriptions: 1. The car is stopped. 2. The car is traveling
More informationUnit 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 informationAG85. and five cents. Which names this money amount in terms of dollars? Mark all that apply. is equivalent to. True False
Page 1 1. Select a number shown by the model. Mark all that apply. 6.1 16 1.6 60 16 1 6 2. Ryan sold a jigsaw puzzle at a yard sale for three dollars and five cents. Which names this money amount in terms
More informationLab: The Effect of Exercise on Cellular Respiration
Lab: The Effect of Exercise on Cellular Respiration Purpose: To analyze the effect the exercise has on breathing rate, heart rate, and carbon dioxide production Background Information: Cellular respiration
More informationPerimeter. 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 informationStandard 3.1 The student will plan and conduct investigations in which
Teacher Name: Tammy Heddings Date: April 04, 2009 Grade Level: 36 Subject: Science Time: 30 minutes Concept: Scientific Investigation Topic: Variables SOLs: Standard 3.1 The student will plan and conduct
More informationGEOMETRY CIRCLING THE BASES PREVISIT  BALLPARK FIGURES  PART 2
PREVISIT  BALLPARK FIGURES  PART 2 OBJECTIVE: Students will be able to: Identify the formulas for finding circumference and area of a circle. Calculate the circumference and area of given circles. TIME
More informationPythagorean Theorem in Sports
Name Date Pythagorean Theorem in Sports Activity 1: Pythagorean Theorem in Baseball Directions: Measure the distance between each of the bases using the yard stick provided. Then convert your measurements
More informationThird Grade Pre/Post Test
Third Grade Pre/Post Test Instructions: Questions 153 Choose the best answer for each question. What fractional part of the rectangle is shaded? How much is of 20 pennies? $.01 $.05 $.10 $.15 What is
More informationBusiness Measurements and Currency Conversion CHAPTER. Section II The Metric System. Section I The U.S. Customary System
22 Business Measurements and Currency Conversion CHAPTER PERFORMACE OBJECTIVE ection I The U.. Customary ystem 221: Converting and solving problems involving length (p. 829) 222: Converting and solving
More informationLevers. Simple Machines: Lever 1
Levers In the last lesson, we spent a lot of time on this strange concept called work. Work happens when something moves a distance against a force. Swell...who cares?! Well, believe it or not, this is
More informationConstructing Task: Fraction Field Event
Constructing Task: Fraction Field Event STANDARDS FOR MATHEMATICAL CONTENT MCC4.NF.3 Understand a fraction a/b with a > 1 as a sum of fractions 1/b. a. Understand addition and subtraction of fractions
More informationCh06 Work and Energy.notebook November 10, 2017
Work and Energy 1 Work and Energy Force = push or pull Work = force*distance (//) Technically: Work = force*distance*cos θ 2 Sample 1: How much work is done lifting a 5 N weight 3m vertically? 3 Work is
More informationLesson one. Linear Motion. Terminal Objective. Lesson 1. Linear Motion
Lesson one Terminal Objective Using their class notes to complete the handout on linear motion, students will be able to demonstrate their understanding of speed and acceleration by problem solving different
More informationCOMPREHENSIVE ASSESSMENT OF MATHEMATICS STRATEGIES
CAMS SERIES D COMPREHENSIVE ASSESSMENT OF MATHEMATICS STRATEGIES USES MATHEMATICS STRATEGIES TO STRENGTHEN THE UNDERSTANDING OF NUMBER CONCEPTS AND OPERATIONS IDENTIFIES LEVEL OF MASTERY FOR 1 MATHEMATICS
More informationNumber Bases LESSON ONE By John Owen. Computer Science
Number Bases LESSON ONE By John Owen Computer Science Objective In this lesson you ll learn about different Number Bases, specifically about those used by the computer Those include: Base Two binary Base
More informationPerimeter. Name. 22 Topic 17. Reteaching Find the perimeter of the figure below.
Perimeter Reteaching 11 Find the perimeter of the figure below. 15 m x 4 ft 4 ft 2 ft y 2 ft 5 ft 6 m 20 ft Reteaching 11 By using a formula: There are two equal lengths and equal widths, so you can
More informationProperties of Numbers
Properties of Numbers 1. Round three thousand six hundred and seventytwo 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 informationEquivalent forms: fractions, decimals, and percents Block 1 Student Activity Sheet
Block 1 Student Activity Sheet 1. List two reallife examples of fractions. 2. List two reallife examples of decimals. 3. List two reallife examples of percents. 4. Consider the table below showing Courtney
More informationFactor. 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 noncommercial
More information81. The Pythagorean Theorem and Its Converse. Vocabulary. Review. Vocabulary Builder. Use Your Vocabulary
81 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 informationTeaching Notes. Contextualised task 35 The 100 Metre Race
Contextualised task 35 The 100 Metre Race Teaching Notes This activity involves interpreting data presented in different forms to compare speed, distance and time. The aim is to find who might win a race
More informationObjectives es By the end of this unit, the learners will be able to 1. Discuss the use of principles i of physics in nursing procedures. Introduction
Principles of Physics in Nursing Sarfraz Masih RN, DCC, Post RN BScN, MScN Principal, Karachi King s College of Nursing, Karachi Objectives es By the end of this unit, the learners will be able to 1. Discuss
More informationMeasuring 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 informationMeasuring Lung Capacity
Measuring Lung Capacity 1 Name Measuring Lung Capacity Background Information: We need a constant supply of oxygen in order to stay alive. We use oxygen to break down food to release energy and produce
More informationSTAAR Practice Test #1. 2 (2B) What is the equation in standard form of the line that
STAAR Practice Test #1 TEKS 2 (Linear Equations) 1. (2B) The population of Webb County, Texas, from the year 2000 through 2010 is shown in the graph. If the trend shown in the graph continues, what will
More informationTECHNICAL MANUAL OPERATOR'S MANUAL M256 TRAINING CHEMICAL AGENT DETECTOR TICKETS SIMULATOR NSN
TECHNICAL MANUAL OPERATOR'S MANUAL M256 TRAINING CHEMICAL AGENT DETECTOR TICKETS SIMULATOR NSN 6665011121644 HEADQUARTERS, DEPARTMENT OF THE ARMY 20 SEPTEMBER 1985 WARNINGS Do not use an outdated kit
More informationINNOVATION TOOLS OF THE TRADE PREVISIT  BUILD A BETTER BASEBALL
LESSON 2: PREVISIT  BUILD A BETTER BASEBALL OBJECTIVE: Students will be able to: Learn through experimentation how design impacts performance. Design and build a better baseball using science, mathematics,
More informationTalent & Fitness Test
Talent & Fitness Test Diving Amersfoort, The Netherlands Regional Training Center Amersfoort Publication: 02 Date: May 2006 Author: Wes Zimmermann, M.D. Talent & Fitness Test The Royal Dutch Swimming Federation
More informationEnergy 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 informationSpeed Training. Speed Training
Lesson 4.2 By Carone Fitness Walking for fitness is often referred to as power walking, or speed walking. Usually, there is less focus on technique than there is in race walking, as there is no risk of
More informationgives each of his children one section, what fraction remains for himself?
Name: lass: Date: 4th Grade MiniMAFS 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 informationName 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 informationSpecial 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 informationSection 101: The KineticMolecular Theory of Matter. 1) How does the word kinetic apply to particles of matter?
KineticMolecular theory of Matter/Ch10, Gases/Ch11 Column notes: Answer all parts of each question IN YOUR OWN WORDS. Use the text, figures and captions as resources. Section 101: The KineticMolecular
More information