1. You and your friend both solve a problem involving a skier going down a slope, starting from rest. The two of you have chosen different levels for y = 0 in this problem. Which of the following quantities will you and your friend agree on? 1) only B 2) only C 3) A, B, and C 4) only A and C 5) only B and C 19. ConcepTest 6.12KE and PE 19. ConcepTest 6.12 KE and PE A) skier’s PE B) skier’s change in PE C) skier’s final KE

2. 20. ConcepTest 6.13Up the Hill 20. ConcepTest 6.13 Up the Hill 1) the same 2) twice as much 3) four times as much 4) half as much 5) you gain no PE in either case Two paths lead to the top of a big hill. One is steep and direct, while the other is twice as long but less steep. How much more potential energy would you gain if you take the longer path?

3. How does the work required to stretch a spring 2 cm compare with the work required to stretch it 1 cm? 1) same amount of work 2) twice the work 3) 4 times the work 4) 8 times the work 21. ConcepTest 6.14Elastic Potential Energy 21. ConcepTest 6.14 Elastic Potential Energy

4. A mass attached to a vertical spring causes the spring to stretch and the mass to move downwards. What can you say about the spring’s potential energy (PE s ) and the gravitational potential energy (PE g ) of the mass? 1) both PE s and PE g decrease 2) PE s increases and PE g decreases 3) both PE s and PE g increase 4) PE s decreases and PE g increases 5) PE s increases and PE g is constant 22. ConcepTest 6.15Springs and Gravity 22. ConcepTest 6.15 Springs and Gravity

5. 23. ConcepTest 6.16Down the Hill 23. ConcepTest 6.16 Down the Hill Three balls of equal mass start from rest and roll down different ramps. All ramps have the same height. Which ball has the greater speed at the bottom of its ramp? 1 4) same speed for all balls 2 3

6. 24. ConcepTest 6.17aRunaway Truck 24. ConcepTest 6.17a Runaway Truck A truck, initially at rest, rolls down a frictionless hill and attains a speed of 20 m/s at the bottom. To achieve a speed of 40 m/s at the bottom, how many times higher must the hill be? 1) half the height 2) the same height 3)  2 times the height 4) twice the height 5) four times the height

7. x 25. ConcepTest 6.17b 25. ConcepTest 6.17b Runaway Box A box sliding on a frictionless flat surface runs into a fixed spring, which compresses a distance x to stop the box. If the initial speed of the box were doubled, how much would the spring compress in this case? 1) half as much 2) the same amount 3)  2 times as much 4) twice as much 5) four times as much

8. 26. ConcepTest 6.18a 26. ConcepTest 6.18a Water Slide I Paul and Kathleen start from rest at the same time on frictionless water slides with different shapes. At the bottom, whose velocity is greater? 1) Paul 2) Kathleen 3) both the same

9. 27. ConcepTest 6.19 27. ConcepTest 6.19 Cart on a Hill A cart starting from rest rolls down a hill and at the bottom has a speed of 4 m/s. If the cart were given an initial push, so its initial speed at the top of the hill was 3 m/s, what would be its speed at the bottom? 1) 4 m/s 2) 5 m/s 3) 6 m/s 4) 7 m/s 5) 25 m/s

10. You see a leaf falling to the ground with constant speed. When you first notice it, the leaf has initial total energy PE i + KE i. You watch the leaf until just before it hits the ground, at which point it has final total energy PE f + KE f. How do these total energies compare? 1) PE i + KE i > PE f + KE f 2) PE i + KE i = PE f + KE f 3) PE i + KE i < PE f + KE f 4) impossible to tell from the information provided 28. ConcepTest 6.20aFalling Leaves 28. ConcepTest 6.20a Falling Leaves

11. 29. ConcepTest 6.20b 29. ConcepTest 6.20b Falling Balls 1) smaller 2) the same 3) greater You throw a ball straight up into the air. In addition to gravity, the ball feels a force due to air resistance. You throw a ball straight up into the air. In addition to gravity, the ball feels a force due to air resistance. Compared to the time it takes the ball to go up, the time it takes to come back down is:

12. 30. ConcepTest 6.21a 30. ConcepTest 6.21a Time for Work I 1) Mike 2) Joe 3) both did the same work Mike applied 10 N of force over 3 m in 10 seconds. Joe applied the same force over the same distance in 1 minute. Who did more work?

13. Mike performed 5 J of work in 10 secs. Joe did 3 J of work in 5 secs. Who produced the greater power? 1) Mike produced more power 2) Joe produced more power 3) both produced the same amount of power 31. ConcepTest 6.21b 31. ConcepTest 6.21b Time for Work II

14. Engine #1 produces twice the power of engine #2. Can we conclude that engine #1 does twice as much work as engine #2? 1) yes 2) no 32. ConcepTest 6.21c 32. ConcepTest 6.21c Power

15. 1) energy 2) power 3) current 4) voltage 5) none of the above 33. ConcepTest 6.22a 33. ConcepTest 6.22a Electric Bill When you pay the electric company by the kilowatt-hour, what are you actually paying for?

16. 34. ConcepTest 6.22b 34. ConcepTest 6.22b Energy Consumption Which contributes more to the cost of your electric bill each month, a 1500-Watt hair dryer or a 600-Watt microwave oven? 1) hair dryer 2) microwave oven 3) both contribute equally 4) depends upon what you cook in the oven 5) depends upon how long each one is on 1500 W 600 W