Study Island. Generation Date: 04/01/2014 Generated By: Cheryl Shelton Title: 10th Grade Geometry Right Angle Trig
|
|
- Janice Riley
- 6 years ago
- Views:
Transcription
1 Study Island Copyright 2014 Edmentum - All rights reserved. Generation Date: 04/01/2014 Generated By: Cheryl Shelton Title: 10th Grade Geometry Right Angle Trig 1. A lamp illuminates an area that is 12 feet diagonally at an angle of 40 from the ground to the top of the lamp. Note: picture not drawn to scale Which equation can be used to find the horizontal length, r, of the illuminated area? A. B.
2 C. D. 2. If n = 5.3 cm and p = 6.25 cm, what is the measure of angle? A. 32 B. 50 C. 58 D Robert sees a bird sitting on top of a telephone pole. He estimates the angle of elevation to the top of the pole to be 52. If he is standing 15 feet from the base of the pole, about how tall is the telephone pole? (Assume the pole meets the ground at a right angle.) A. 19 feet B. 9 feet C. 12 feet
3 D. 11 feet 4. Brian and Ben are playing golf and both of their golf balls have landed on a flat portion of the green. The distance, d, between Ben's golf ball and Brian's golf ball is 10 feet. If = 30, then about how far is Ben's golf ball from the center of the hole? A. 9 feet B. 5 feet C. 6 feet D. 12 feet 5. An apple that was 4 meters off the ground was blown off a tree. The angle between the final position of the apple and the original position of the apple was 35.
4 Note: picture not drawn to scale Which equation can be used to find the horizontal distance, r, that the apple was displaced? A. B. C. D. 6. Which of the following functions is equal to cos(89 )? A. sin(89 ) B. sec(89 ) C. sec(1 ) D. sin(1 )
5 7. The manager of a gas station has attached a cable with flags on it to a light pole in order to attract more business. The cable is attached 15 feet above the base of the light and forms a 50 angle at the ground. Note: picture not drawn to scale Which equation can be used to find the length of the cable, r? A. B. C. D. 8. Which of the following functions is equal to cos(90 - )? A. sec( ) B. sin( ) C. tan(90 - ) D. csc(90 - )
6 9. An engineer erects a 76 foot vertical cellular phone tower. What is the approximate angle of elevation to the top of the tower from the ground 101 feet from its base? A. 41 B. 53 C. 37 D A camper wants to know the width of a river. From point A, he walks downstream 120 feet to point B and sights a canoe across the river. It is determined that = 31. About how wide is the river? A. 200 feet B. 62 feet C. 103 feet D. 72 feet 11. Which of the following functions is equal to sin(16 )? A. cos(74 ) B. cos(16 ) C. csc(74 ) D. csc(16 ) 12. When opened completely, a patio umbrella's horizontal length is 5 feet and the wire frame is 20 from the horizontal.
7 Note: picture not drawn to scale Which equation can be used to find the length, r, of the cloth, as shown in the picture? A. B. C. D. 13.
8 Amy is standing 90 meters from the base of the Washington Monument in Washington, DC. She estimates that the angle of elevation to the top of the building is 80. One of her friends is at the top of the building. What is the approximate distance between Amy and her friend? (Assume the monument meets the ground at a right angle.) A. 16 meters B. 518 meters C. 510 meters D. 91 meters 14. Michael is constructing a boat ramp. He knows that the angle of elevation of the ramp is 25. If the distance from the bottom of the boat ramp to the top of the boat ramp is 30 feet, what is the approximate height of the boat ramp? A. 13 feet B. 64 feet C. 33 feet D. 71 feet
9 15. Nicole is playing a baseball game on her computer. Her player is on second base. The distance on the screen from third base to the pitcher's mound is 9 cm. The angle at second base is 55, as shown in the figure below. Note: picture not drawn to scale Which equation can be used to find the length, r, between second and third base on the screen? A. B. C. D. 16.
10 A firefighter needs to rescue a person from a burning building. The person is located 80 feet up in the building. If the base of the ladder is on top of a 10 foot tall fire truck and the ladder is 95 feet long, what is the approximate angle of elevation for the rescue ladder? A. 54 B. 36 C. 47 D Which of the following functions is equal to sin(90 - )? A. cot(90 - ) B. csc( ) C. csc(90 - ) D. cos( ) 18. Daniel sees a lighthouse in the harbor. He estimates the angle of elevation is 70. If the lighthouse is 80 feet tall, what is the approximate distance between Daniel and the top of the lighthouse? (Assume the lighthouse meets the ground at a right angle.) A. 75 feet B. 85 feet C. 234 feet D. 29 feet 19. If m = 6.25 cm and n = 10 cm, what is the measure of angle?
11 A. 51 B. 32 C. 39 D If h = 9.2 in and j = 3.9 in, what is the measure of angle? A. 23 B. 67 C. 65 D A student stands 120 feet in front of the school. The distance to the top of the flagpole from where the student is standing is 140 feet. What is the approximate angle of elevation to the top of the flagpole? A. 24 B. 31 C. 59 D Jaime is playing disc golf. He is standing across a creek from the basket at a 60 angle. Note: picture not drawn to scale Which equation can be used to find the distance, r, between him and the basket if he were to walk 5 more meters?
12 A. B. C. D. 23. If h = 9.2 in and k = 10 in, what is the measure of angle? A. 47 B. 43 C. 23 D. 67
March 01, Applications of Rt triangle trig ink.notebook. 8.4 Applications of Rt Triangle Trig. Standards
Lesson Objectives Standards Lesson Notes Lesson Objectives Standards Lesson Notes 8.4 Applications of Rt Triangle Trig After this lesson, you should be able to successfully find and use trigonometric ratios
More informationStudent Instruction Sheet: Unit 4, Lesson 4. Solving Problems Using Trigonometric Ratios and the Pythagorean Theorem
Student Instruction Sheet: Unit 4, Lesson 4 Suggested Time: 75 minutes Solving Problems Using Trigonometric Ratios and the Pythagorean Theorem What s important in this lesson: In this lesson, you will
More informationApplication of Geometric Mean
Section 8-1: Geometric Means SOL: None Objective: Find the geometric mean between two numbers Solve problems involving relationships between parts of a right triangle and the altitude to its hypotenuse
More informationName. 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 informationPut in simplest radical form. (No decimals)
Put in simplest radical form. (No decimals) 1. 2. 3. 4. 5. 6. 5 7. 4 8. 6 9. 5 10. 9 11. -3 12. 13. 14. 15. 16. 17. 18. 19. 20. 21. 22. 23. 24. 25. 26. 27. 3 28. 1 Geometry Chapter 8 - Right Triangles
More informationCCM8 Unit 7: Pythagorean Theorem Vocabulary
CCM8 Unit 7: Pythagorean Theorem Vocabulary Base Exponent Hypotenuse Legs Perfect Square Pythagorean Theorem When a number is raised to a power, the number that is used as a factor The number that indicates
More informationGeometry Chapter 7 Review Right Triangles Use this review to help prepare for the Chapter 7 Test. The answers are attached at the end of the document.
Use this review to help prepare for the hapter 7 Test. The answers are attached at the end of the document. 1. Solve for a and b. 2. Find a, b, and h. 26 24 a h b 10 b a 4 12. The tangent of is. 4. A is
More informationTrigonometry Problems
GCSE MATHEMATICS Trigonometry Problems These questions have been taken or modified from previous AQA GCSE Mathematics Papers. Instructions Use black ink or black ball-point pen. Draw diagrams in pencil.
More informationWhen Solving for a LEG or HYPOTENUSE of the right triangle, When solving for one of the complementary ANGLES of the right triangle, use
What should be labeled in the triangle? How do we remember the formulas? When Solving for a LEG or HYPOTENUSE of the right triangle, use When solving for one of the complementary ANGLES of the right triangle,
More informationMBF3C: Mathematics of Personal Finance. Angle of elevation (inclination) is the angle made between the and the line of sight to an object.
Angle of elevation (inclination) is the angle made between the and the line of sight to an object. Angle of depression is the angle made between the and the line of sight to an object. Example 1: A wheelchair
More informationGeom- Chpt. 8 Algebra Review Before the Chapter
Geom- Chpt. 8 Algebra Review Before the Chapter Solving Quadratics- Using factoring and the Quadratic Formula Solve: 1. 2n 2 + 3n - 2 = 0 2. (3y + 2) (y + 3) = y + 14 3. x 2 13x = 32 1 Working with Radicals-
More informationWelcome to Trigonometry!
Welcome to Trigonometry! Right Triangle Trigonometry: The study of the relationship between the sides and the angles of right triangles. Why is this important? I wonder how tall this cake is... 55 0 3
More informationEQUILIBRIUM/CENTER-OF-GRAVITY (honors)
EQUILIBRIUM/CENTER-OF-GRAVITY (honors) 1) Three boys are trying to balance on a seesaw, which consists of a rock, acting as a pivot at the center, and a very light board 3.60 m long. Two boys are already
More informationTest Review: Geometry I Period 2,4,6. TEST DATE: All classes Wednesday April 9. Things it would be a good idea to know:
Test Review: Geometry I Period 2,4,6 TEST DATE: All classes Wednesday April 9 Things it would be a good idea to know: 1) Special Right Triangles 2) Geometric Mean 3) SOHCAHTOA Test Outline Part I - Non-Calculator
More informationChapter 7. Right Triangles and Trigonometry
Chapter 7 Right Triangles and Trigonometry 4 16 25 100 144 LEAVE IN RADICAL FORM Perfect Square Factor * Other Factor 8 20 32 = = = 4 *2 = = = 75 = = 40 = = 7.1 Apply the Pythagorean Theorem Objective:
More informationA2.A.73: Law of Sines 4: Solve for an unknown side or angle, using the Law of Sines or the Law of Cosines
A2.A.73: Law of Sines 4: Solve for an unknown side or angle, using the Law of Sines or the Law of Cosines 1 In the accompanying diagram of ABC, m A = 65, m B = 70, and the side opposite vertex B is 7.
More information8.3 Trigonometric Ratios-Tangent. Geometry Mr. Peebles Spring 2013
8.3 Trigonometric Ratios-Tangent Geometry Mr. Peebles Spring 2013 Bell Ringer 3 5 Bell Ringer a. 3 5 3 5 = 3 5 5 5 Multiply the numerator and denominator by 5 so the denominator becomes a whole number.
More informationThe study of the measurement of triangles is called Trigonometry.
Math 10 Workplace & Apprenticeship 7.2 The Sine Ratio Day 1 Plumbers often use a formula to determine the lengths of pipes that have to be fitted around objects. Some common terms are offset, run, and
More informationWarm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up Warm up
Solve applied problems using the attributes of similar triangles. Solve problems using ratio and proportions. Investigate the fundamental concepts behind trigonometry: three basic trig functions and how
More informationLearning Objectives Source/Example Questions
Grade and Strand Learning Objectives Source/Example Questions.ca Ascent Education: http://questions.ascenteducatio n.com.ca A tree 66 meters high casts a 44-meter shadow. Find the angle of elevation of
More informationA life not lived for others is not a life worth living. Albert Einstein
life not lived for others is not a life worth living. lbert Einstein Sides adjacent to the right angle are legs Side opposite (across) from the right angle is the hypotenuse. Hypotenuse Leg cute ngles
More informationUnit 7 Trigonometry Test #1 Review
Secondary Math 3 Name x 2^0Y1T9l NKYu]tga\ gsgovfztywdamr]e _LYLrg.n j HDlRls TrgiUgMhntvsZ TryedsUearbverdz. Unit 7 Trigonometry Test #1 Review Find the value of the trig function indicated. Date Period
More informationPythagorean Theorem Name:
Name: 1. A wire reaches from the top of a 13-meter telephone pole to a point on the ground 9 meters from the base of the pole. What is the length of the wire to the nearest tenth of a meter? A. 15.6 C.
More informationLearning Goal: I can explain when to use the Sine, Cosine and Tangent ratios and use the functions to determine the missing side or angle.
MFM2P Trigonometry Checklist 1 Goals for this unit: I can solve problems involving right triangles using the primary trig ratios and the Pythagorean Theorem. U1L4 The Pythagorean Theorem Learning Goal:
More informationI can add vectors together. IMPORTANT VOCABULARY
Pre-AP Geometry Chapter 9 Test Review Standards/Goals: G.SRT.7./ H.1.b.: I can find the sine, cosine and tangent ratios of acute angles given the side lengths of right triangles. G.SRT.8/ H.1.c.: I can
More informationCalculus 12: Evaluation 3 Outline and Review
Calculus 12: Evaluation 3 Outline and Review You should be able to: 1. Differentiate various types of functions including trigonometric, exponential and logarithmic functions, 2. Solve various related
More informationChapter 3 &4_2015.notebook March 09, 2018
Example 2 John wants to measure the length of the trunk of a tree. He walks exactly 35 m from the base of the tree, he lays down and looks up to the top of the tree. The angle from the ground to the top
More informationGeometry: Pythagoras theorem
Geometry: Pythagoras theorem. Pythagoras theorem HOMWORK In each of the following triangles, find the hypotenuse, rounding off to a suitable degree of accuracy. a b c 5. cm cm. cm cm 3 cm 3.7 cm d e f.
More informationVECTORS Important Questions from CBSE point of view
VECTORS Important Questions from CBSE point of view LEVEL-1 1. Two forces have their resultant equal to either. At what angle are they inclined? 2. Add a velocity of 30 m/s eastwards to a velocity of 40
More informationPre-Calculus Nov. 14 th to Nov. 27 th 2012 Unit 6 Triangle Trigonometry. Date Topic Assignment Did It
Pre-Calculus Nov. 14 th to Nov. 27 th 2012 Unit 6 Triangle Trigonometry Date Topic Assignment Did It Wednesday 11/14 Thursday 11/15 Friday 11/16 Monday 11/19 Tuesday 11/20 4.3 Right Triangle Trigonometry
More informationThe length of the white board is 2 metres. The height of the white board is 1 metre.
m stands for metre. Metre is a unit of length. It is used to measure long items. The metre-ruler is 1 metre in length. Example: 1 m 1 m 2 m The length of the white board is 2 metres. The height of the
More informationUnit 3 Trigonometry. 3.1 Use Trigonometry to Find Lengths
Topic : Goal : Unit 3 Trigonometry trigonometry I can use the primary trig ratios to find the lengths of sides in a right triangle 3.1 Use Trigonometry to Find Lengths In any right triangle, we name the
More informationName: SOLUTIONS MIDTERM 2, Spring 2019
Name: SOLUTIONS MIDTERM 2, Spring 2019 Solutions in bold. Print your name clearly above, and write and bubble in your student 800 number on the provided scantron. There are 20 equally-weighted problems
More informationFree Response Review
Name Free Response Review 1. A rescue team 1000 ft. away from the base of a vertical cliff measures the angle of elevation to the top of the cliff to be 70. A climber is stranded on a ledge. The angle
More informationACC.D Projectile Motion Horizontally Launched Projectiles Original Assignment
ACC.D Projectile Motion Horizontally Launched Projectiles Original Assignment The following diagram pertains to questions #1 and #2 above. A scale is used where 1 cm = 5 meters. (Note that 1 cm may be
More informationWord problems introduce two new vocabulary terms:
Worksheet 1-3: Angle of Elevation vs. Angle of Depression Trigonometry is used on a daily basis in the workplace. Since trigonometry means "triangle measure", any profession that deals with measurement
More informationReview on Right Triangles
Review on Right Triangles Identify a Right Triangle Example 1. Is each triangle a right triangle? Explain. a) a triangle has side lengths b) a triangle has side lengths of 9 cm, 12 cm, and 15 cm of 5 cm,7
More informationUNIT 2 RIGHT TRIANGLE TRIGONOMETRY Lesson 2: Applying Trigonometric Ratios Instruction
Prerequisite Skills This lesson requires the use of the following skills: defining and calculating sine, cosine, and tangent setting up and solving problems using the Pythagorean Theorem identifying the
More informationmath lib activity Created by: ALL THINGS ALGEBRA
math lib activity Created by: ALL THINGS ALGEBRA Angle of Elevation & Depression Math Lib Activity! Objective: To practice solving problems that relate the angle of elevation and depression. Students must
More informationVector Practice Problems
Vector Practice Problems Name: Use the diagram below to answer Questions #1-3. Each square on the diagram represents a 20-meter x 20- meter area. 1. If a person walks from D to H to G to C, then the direction
More information84 Geometric Mean (PAAP and HLLP)
84 Geometric Mean (PAAP and HLLP) Recall from chapter 7 when we introduced the Geometric Mean of two numbers. Ex 1: Find the geometric mean of 8 and 96.ÿ,. dÿ,... : J In a right triangle, an altitude darn
More informationSimilar Right Triangles
MATH 1204 UNIT 5: GEOMETRY AND TRIGONOMETRY Assumed Prior Knowledge Similar Right Triangles Recall that a Right Triangle is a triangle containing one 90 and two acute angles. Right triangles will be similar
More informationLesson 5. Section 2.2: Trigonometric Functions of an Acute Angle 1 = 1
Lesson 5 Diana Pell March 6, 2014 Section 2.2: Trigonometric Functions of an Acute Angle 1 = 1 360 We can divide 1 into 60 equal parts, where each part is called 1 minute, denoted 1 (so that 1 minute is
More informationName: 1. A car moves m/s north at a constant velocity. What is the car's displacement after 2.0 hours?
Name: e-mail: Applied Physics I Fall 2007 Multiple Choice ( 6 Points ): 1. A car moves 26.82 m/s north at a constant velocity. What is the car's displacement after 2.0 hours? a.) 40 miles north b.) 120
More informationTrig Functions Learning Outcomes. Solve problems about trig functions in right-angled triangles. Solve problems using Pythagoras theorem.
1 Trig Functions Learning Outcomes Solve problems about trig functions in right-angled triangles. Solve problems using Pythagoras theorem. Opposite Adjacent 2 Use Trig Functions (Right-Angled Triangles)
More informationTrig Functions Learning Outcomes. Solve problems about trig functions in right-angled triangles. Solve problems using Pythagoras theorem.
1 Trig Functions Learning Outcomes Solve problems about trig functions in right-angled triangles. Solve problems using Pythagoras theorem. Opposite Adjacent 2 Use Trig Functions (Right-Angled Triangles)
More informationLesson 6.1 Assignment
Lesson 6.1 Assignment Name Date Soon You Will Determine the Right Triangle Connection The Pythagorean Theorem 1. Lamar goes shopping for a new flat-panel television. A television is usually described by
More informationUse SOH CAH TOA to memorize the three main trigonometric functions.
Use SOH CAH TOA to memorize the three main trigonometric functions. Content Objective Content Objective Content Objective Content Objective Content Objective Content Objective Content Objective Content
More information2012 P.A.P.A-2 FREE-RESPONSE QUESTIONS (Calc OK)
1 P.A.P.A- FREE-RESPONSE QUESTIONS (Calc OK) 1) At the Jackson County Fair held each October, there are many games and attractions which launch things into the air. One game is a football toss where the
More informationUnit Conversion Worksheet
Name: Period Date: Unit Conversion Worksheet Conversions 1 hour = 3600 seconds 1 mile = 5280 feet 1 yard = 3 feet 1 meter = 3.28 feet 1 km = 0.62 miles 1 light second = 300,000,000 meters 1 kg = 2.2 lbs
More informationYear 10 Mathematics, 2009
Student s Name: Teacher s Name: 10 Year 10 Mathematics, 2009 Algebra Use straightforward algebraic methods and sketch and interpret features of linear graphs Time: 20 minutes. Check that you have entered
More informationToday we will focus on solving for the sides and angles of non-right triangles when given two angles and a side.
5.5 The Law of Sines: Part 1 Pre-Calculus Learning Targets: 1. Use the Law of Sines to solve non-right triangles. Today we will focus on solving for the sides and angles of non-right triangles when given
More informationChapter 2 Two Dimensional Kinematics Homework # 09
Homework # 09 Pthagorean Theorem Projectile Motion Equations a 2 +b 2 =c 2 Trigonometric Definitions cos = sin = tan = a h o h o a v =v o v =v o + gt =v o t = o + v o t +½gt 2 v 2 = v 2 o + 2g( - o ) v
More information1 Mechanical Equilibrium
1 Mechanical Equilibrium 1-1 Forces in Equilibrium Vocabulary Force: A push or a pull. A force is needed to change an object s state of motion. The downward force acting on an object is called weight,
More informationAP Physics 1 Summer Assignment 2017
AP Physics 1 Summer Assignment 2017 Begin this packet after you confirm your placement with guidance. This assignment is being handed out to all students who have requested AP Physics 1 in 2017-18. Receiving
More informationRelated Rates - Classwork
Related Rates - Classwork Earlier in the year, we used the basic definition of calculus as the mathematics of change. We defined words that meant change: increasing, decreasing, growing, shrinking, etc.
More informationDate Lesson Assignment Did it grade Friday Feb.24
PAP Pre-Calculus Lesson Plans Unit Sem 2 3 rd term Johnston (C4) and Noonan (C6) February 24 th to March 9 th 202 - Vectors Date Lesson Assignment Did it grade Friday Feb.24 Law of Sines/Cosines, Area
More information7 The Pythagorean Theorem
HPTER 7 The Pythagorean Theorem Lesson 7.1 Understanding the Pythagorean Theorem and Plane Figures For each figure, shade two right triangles and label the hypotenuse of each triangle with an arrow. 1.
More informationG.SRT.C.8: Using Trigonometry to Find a Side 3
Regents Exam Questions www.jmap.org Name: 1 The tailgate of a truck is 2 feet above the ground. The incline of a ramp used for loading the truck is 11, as shown below. 3 Find, to the nearest tenth of a
More informationEQ: SRT.8 How do I use trig to find missing side lengths of right triangles?
EQ: SRT.8 How do I use trig to find missing side lengths of right triangles? Essential Question Essential Question Essential Question Essential Question Essential Question Essential Question Essential
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 informationTEST NAME: G.7 TEST ID: GRADE:08 Eighth Grade SUBJECT: Mathematics TEST CATEGORY:School Assessment
TEST NAME: G.7 TEST ID:877132 GRADE:08 Eighth Grade SUBJECT: Mathematics TEST CATEGORY:School Assessment G.7 Page 1 of 89 Student: Class: Date: 1. Mr. Lopez has a rectangular classroom that measures 36
More informationTWO DIMENSIONAL KINEMATICS
PHYSICS HOMEWORK #11 TWO DIMENSIONAL [Remember that ALL vectors must be described by BOTH magnitude and direction!] 1. You walk 250. steps North and then 400. steps East. What is your displacement? (Distance
More informationPhysics Final Exam Review Fall 2013
Physics Final Exam Review Fall 2013 The lines on the graph represent displacement vectors for the route along which a person moves. Use the figure to answer problems 1 2. 1. What is the total distance
More informationApplying Trigonometry: Angles of Depression and Elevation
Applying Trigonometry: Angles of Depression and Elevation An angle of elevation is the angle formed by a horizontal line and the line of sight to a point above. In the diagram, 1 is the angle of elevation.
More informationFree Fall, Hang Time, and Projectile Motion Worksheet NO WORK NO CREDIT
Free Fall, Hang Time, and Projectile Motion Worksheet d = d + v t + ½ a t 2 Hang Time: time = time v = v + a t time = 2 time Free Fall These equations can be used to solve for the motion in the x-direction
More informationProjectile Motion applications
Projectile Motion applications 1. A stone is thrown horizontally at a speed of 10.0 m/s from the top of a cliff 78.4 m high. a. How long does it take the stone to reach the bottom of the cliff? b. How
More informationHonors Physics Summer Assignment 2013
Honors Physics Summer Assignment 2013 Begin this packet after you confirm your placement with guidance. This assignment is being handed out to all students who have requested Honors Physics in 2013-14.
More informationPythagorean Theorem Review Missing Hypotenuse. Name: Mr. Fourmy.
Name: Mr. Fourmy Date: Period: -------------------------- ---------------- Pythagorean Theorem Review Missing Hypotenuse --------- Directions: Using the Pythagorean Theorem.jind the missing side length/or
More information1) Solve for x. Round answers to the nearest tenth. (1 mark each = 2 marks)
WorkPlace Math 20 Chapter 1 Review Name /60 1) Solve for x. Round answers to the nearest tenth. (1 mark each = 2 marks) 3 x 4.3 2 a) = b) = 0 8 x 2) Calculate the slope. Express our answers as a fraction
More informationDATA EQUATIONS MATH ANSWER
HCP PHYSICS REVIEW SHEET MID TERM EXAM Concepts And Definitions 1. Definitions of fact, hypothesis, law, theory 2. Explain the scientific method 3. Difference between average and instantaneous speed and
More informationName. STAR CITY Math / Geometry / Special Right Triangles. Teacher Period. Use the diagram below to answer question 1.
STAR CITY Math / Geometry / Special Right Triangles Use the diagram below to answer question 1. Name Teacher Period 2. The drawing shows the measurements in a section of a circular design. How long is
More informationD) 83 m D) Acceleration remains the same and speed increases. C) 216 m B) 6.0 m shorter A) 4.5 s A) 15 km/hr C) 47 m C) 20 m/sec B) 20 m/sec
1. A truck, initially traveling at a speed of 22 meters per second, increases speed at a constant rate of 2.4 meters per second 2 for 3.2 seconds. What is the total distance traveled by the truck during
More information(1) In the following diagram, which vectors are the components, and which vector is the resultant?
Homework 2.1 Vectors & Vector Addition (1) In the following diagram, which vectors are the components, and which vector is the resultant? C A B (2) Give the magnitude and direction (angle) of all three
More informationAP Physics 1 Summer Assignment 2014
AP Physics 1 Summer Assignment 2014 Begin this packet after you confirm your placement with guidance. This assignment is being handed out to all students who have requested AP Physics 1 in 2014-15. Receiving
More informationExceeding Your Expectations Through Superior Workmanship and Design
Quality Since 1974 Exceeding Your Expectations Through Superior Workmanship and Design Popular Dock Formations Some layouts shown with optional corner section. L Formations I Formations Slip Formations
More informationSecondary 3 Mathematics Chapter 10 Applications of Trigonometry Practice 1 Learning Objectives: To provide an aim for
1 1 1 1 1 1 1 1 1 1 Secondary 3 Mathematics Chapter pplications of Trigonometry Practice 1 Learning Objectives: To provide an aim for students to achieve at the end of each lesson. Understand and solve
More informationKinematics in Two Dimensions; Vectors
CHAPTER 3: Kinematics in Two Dimensions; Vectors Questions 1. One car travels due east at 40 km h, and a second car travels north at 40 km h. Are their velocities equal? Explain. 2. Can you give several
More informationGENERAL HEALTH AND SAFETY REQUIREMENTS
GENERAL HEALTH AND SAFETY REQUIREMENTS Index Section E27 E29 E38 E39 E41 Title Travel over and work on ice Roof Work Emergency Plan Risk Assessment Emergency Procedures Emergency Training Revision Date
More informationFurther Mathematics Geometry & trigonometry Lesson 11
Further Mathematics Geometry & trigonometry Lesson 11 Bearings Compass bearings indicate the direction to be followed. The main type of compass bearings in use is the Whole Circle or True bearing. These
More informationParametric equations with projectiles
Parametric equations with projectiles The following equations are useful to model the x and y-coordinates of projectile motion launched at an angle θ (in degrees), initial velocity v 0 and acceleration
More informationSin, Cos, and Tan Revealed
Sin, Cos, and Tan Revealed Reference Did you ever wonder what those keys on your calculator that say sin, cos, and tan are all about? Well, here s where you find out. You ve seen that whenever two right
More information2.6 Related Rates Worksheet Calculus AB. dy /dt!when!x=8
Two Rates That Are Related(1-7) In exercises 1-2, assume that x and y are both differentiable functions of t and find the required dy /dt and dx /dt. Equation Find Given 1. dx /dt = 10 y = x (a) dy /dt
More information1D Kinematics Answer Section
1D Kinematics 1. A bird, accelerating from rest at a constant rate, experiences a displacement of 28 m in 11 s. What is the average velocity? a. 1.7 m/s c. 3.4 m/s b. 2.5 m/s d. zero 2. A truck moves 70
More informationUnit 2: Right Triangle Trigonometry RIGHT TRIANGLE RELATIONSHIPS
Unit 2: Right Triangle Trigonometry This unit investigates the properties of right triangles. The trigonometric ratios sine, cosine, and tangent along with the Pythagorean Theorem are used to solve right
More informationVocabulary Force: A push or a pull.
PSW-02-01 Forces in Equilibrium (55 pts) Directions: You MUST show Your Formula, Your Units, Your Answer, and all of your work for full credit!!! Some answers are given on the last page to compare your
More informationMETHODS EMPLOYED IN LOCATING SOUNDINGS
METHODS EMPLOYED IN LOCATING SOUNDINGS The soundings are located with reference to the shore traverse by observations made (i) entirely from the boat, (ii) entirely from the shore or (iii) from both. The
More informationPHYSICS REVIEW SHEET 2010 MID-TERM EXAM
PHYSICS REVIEW SHEET 2010 MID-TERM EXAM Concepts And Definitions Definitions of fact, hypothesis, law, theory Explain the scientific method Difference between average and instantaneous speed and speed
More informationRelative Velocity Practice + Special Relativity. Grab a reference table
Relative Velocity Practice + Special Relativity Grab a reference table Note: Answer all of these questions with respect to the spaceship. Announcements Lab Report is due Friday (Late = 55, No submission
More informationTEKS Lesson 6.8E: Machines
6.8E Investigate how inclined planes and pulleys can be used to change the amount of force to move an object. : Machines What is a machine? A machine is a device that allows you to do work in a way that
More informationChapter 11 Applications in Trigonometry
F.3 athematics Supplementary Worksheet for C 3 Chapter 11 ame: Class: 3 ( ) Date: Chapter 11 pplications in Trigonometry Level 1 1. eter walks up along an uphill road. The inclination of the road is 15.
More informationNEWTON S LAWS OF MOTION
NEWTON S LAWS OF MOTION Force The ability to cause a change in a state of motion of an object (Vector) The only thing that can cause an object to accelerate is a Force An object at rest will remain at
More informationFALL PROTECTION PLAN INSTRUCTIONS
Sonic Drilling Ltd. FALL PROTECTION PLAN INSTRUCTIONS Each employer must ensure that a fall protection system is used when work is done at a place from which a fall of 3 m (10 ft) or more may occur, or
More informationCopyright 2014 Edmentum - All rights reserved.
Copyright 2014 Edmentum - All rights reserved. AP Physics Blizzard Bag 2014-2015 Classical Mechanics 1. A block of mass 4.0 kg is attached to the end of a spring. The spring stiffness constant is 25 N/m.
More informationHonors Geometry Chapter 8 Test Review
Honors Geometry Chapter 8 Test Review Name Find the geometric mean between each pair of numbers. 1. 9 and 14 2. 20 and 80 3. 8 2 3 and 4 2 3 4. Find x, y and z. 5. Mike is hanging a string of lights on
More informationPhysics: Principles and Applications, 6e Giancoli Chapter 3 Kinematics in Two Dimensions; Vectors. Conceptual Questions
Physics: Principles and Applications, 6e Giancoli Chapter 3 Kinematics in Two Dimensions; Vectors Conceptual Questions 1) Which one of the following is an example of a vector quantity? A) distance B) velocity
More informationUnit 4: Projectiles ( Angled Projectiles )
Unit 4: Projectiles ( Angled Projectiles ) When dealing with a projectile that is not launched/thrown perfectly horizontal, you must start by realizing that the initial velocity has two components: an
More informationWorksheet 1.1 Kinematics in 1D
Worksheet 1.1 Kinematics in 1D Solve all problems on your own paper showing all work! 1. A tourist averaged 82 km/h for a 6.5 h trip in her Volkswagen. How far did she go? 2. Change these speeds so that
More informationBishop Kelley High School Summer Math Program Course: Trigonometry and Trigonometry with Pre-Calculus
015 01 Summer Math Program Course: Trigonometr and Trigonometr with Pre-Calculus NAME: DIRECTIONS: Show all work on loose-leaf paper, which ou will turn in with the packet. (NO WORK IN PACKET!) Put final
More informationSkills Practice Skills Practice for Lesson 3.1
Skills Practice Skills Practice for Lesson.1 Name Date Get Radical or (Be) 2! Radicals and the Pythagorean Theorem Vocabulary Write the term that best completes each statement. 1. An expression that includes
More information