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kinetic vs potential energy practice
part 1: this graph shows a ball rolling from a to g.
- which letter shows the ball when it has the maximum kinetic energy?
- which letter shows the ball when it has the maximum potential energy?
- which letter shows the ball when it has the least potential energy?
- which letter shows the ball when it has the least kinetic energy?
- which letter shows the ball when it has just a little more kinetic energy than a?
- which letter shows the ball when it has just a little more potential energy than letter c?
- which letter shows the ball when it has just a little less potential energy than letter f?
- which letter shows the ball when it has just a little more kinetic energy than letter g?
- which letter shows the ball when it has just a little less kinetic energy than letter d?
- which letter shows the ball when it has just a little less potential energy than letter c?
- which sequence correctly shows a resulting increase in potential energy?
a. c, d, e, f b. b, f, e, c
c. d, e, b, f d. a, g, f, c
- which sequence correctly shows a resulting increase in kinetic energy?
a. e, f, b, g b. b, f, e, c
c. d, e, b, f d. a, b, c, d
- which sequence correctly shows a resulting decrease in kinetic energy?
a. e, f, b, g b. b, f, e, c
c. d, e, f, g d. a, g, f, c
- which sequence correctly shows a resulting decrease in potential energy?
a. e, f, b, g b. a, b, c, d
c. d, e, b, f d. a, g, f, c
Step1: Relate height to potential energy
Potential energy ($PE = mgh$) depends on height ($h$). Higher position = more PE; lower = less PE.
Step2: Relate speed to kinetic energy
Kinetic energy ($KE = \frac{1}{2}mv^2$) depends on speed. Faster (lower height, converting PE to KE) = more KE; slower (higher height) = less KE.
Step3: Analyze each question
- Max KE: Lowest point (D, most speed from PE conversion).
- Max PE: Highest point (A, start position).
- Least PE: Lowest point (D).
- Least KE: Highest point (A, slowest speed).
- More KE than A: Next lower point (B, slight speed increase).
- More PE than C: Higher than C (e.g., B, but assume G is higher? Correction: Wait, A is highest, then G, then B/F, then C/E, then D. So more PE than C = B/F/G/A. If "just a little more", B or F.
- Less PE than F: Lower than F (E, since E is below F).
- More KE than G: Lower than G (F, since F is below G, more speed).
- Less KE than D: Higher than D (C/E, since they are above D, slower).
- Less PE than C: Lower than C (D, since D is lowest).
- Increase PE: Moving upward (D→E→B→F: D lowest, E higher, B higher, F higher).
- Increase KE: Moving downward (A→B→C→D: A highest, speed increases as height decreases).
- Decrease KE: Moving upward (D→E→F→G: speed decreases as height increases).
- Decrease PE: Moving downward (A→B→C→D: height decreases, PE decreases).
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