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- Phet Activity For Ms Ps3 2: Energy Skate Park

PhET Activity for MS-PS3-2: Energy Skate Park
Passage
•
Science
•
6th Grade
•
Hard
Wayground Simulations
FREE Resource
17 questions
Show all answers
1.
MULTIPLE CHOICE QUESTION
3 mins • Ungraded
DIRECTIONS:
1. Click on the 'Intro' image on the main menu to begin.
Take 2-3 minutes to explore. Drag the skater to different starting heights on the ramp and release them. Observe their motion. Try pausing the simulation and using the slow-motion feature. Do not change any settings in the control panels yet.
QUESTION: Are you acquainted with the tools in this simulation?
Yes
No
2.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
DIRECTIONS:
1. Click the orange 'Restart' button at the bottom right to return the simulation to the default settings.
2. In the top-right panel, check the box for 'Pie Chart'.
3. Check the box for 'Grid' in the bottom left box.
3. Drag the skater up to the 6-meter mark on the left side of the ramp and release them.
4. Observe the pie chart as the skater moves.
QUESTION: When the skater is at the highest point of their motion on the ramp, which statement about their energy is true?
Answer explanation
Potential energy is the energy of position. At the highest point, the skater's height is greatest, so potential energy is at its maximum. The skater momentarily stops, so kinetic energy is zero.
3.
FILL IN THE BLANKS QUESTION
1 min • 1 pt
DIRECTIONS:
1. In the top-right panel, check the box for 'Speed' to display the speedometer.
2. Let the skater continue moving back and forth on the ramp.
QUESTION: As the skater moves down the ramp toward the bottom, their height ___ and their speed ___, causing potential energy to be converted into ___ energy.
(a)
Answer explanation
decreases, increases, kinetic
4.
DROPDOWN QUESTION
1 min • 1 pt
DIRECTIONS:
1. On the left side of the screen, click the plus button to expand the 'Energy' bar graph.
2. If the skater has stopped, drag them to the top of the ramp and release them again.
QUESTION: In the absence of friction, the Total Energy of the system (a) .
Answer explanation
'remains constant' is the correct option. This demonstrates the law of conservation of energy.
5.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
DIRECTIONS:
1. Pause the simulation when the skater is at the very top of the ramp and make note of the potential energy in the bar chart.
3. Restart the skater by pressing the 'Restart Skater' button, then release them from a lower height (e.g., 4 meters) and observe again.
QUESTION: If you release the skater from a height of 2 meters instead of 6 meters, the initial potential energy stored in the system will be:
Answer explanation
Gravitational potential energy is directly proportional to height. A lower starting height means less initial potential energy is stored in the skater-Earth system.
6.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
DIRECTIONS:
1. Click the 'Restart Skater' button.
2. Drag the skater to the 6-meter mark on the left and release them.
3. In the right panel, move the 'Friction' slider to the middle position.
4. Observe the energy bar graph.
QUESTION: What happens to the total mechanical energy (Kinetic + Potential) when friction is introduced?
Answer explanation
Friction is a non-conservative force that does work on the skater, converting the system's mechanical energy (potential and kinetic) into thermal energy (heat), which is shown by the increasing red bar.
7.
OPEN ENDED QUESTION
3 mins • 1 pt
DIRECTIONS:
1. With friction still turned on from the previous slide, let the simulation run until the skater comes to a complete stop.
QUESTION: When the skater finally stops at the bottom of the ramp, all the initial potential energy has been transformed. Where did this energy go? Explain your reasoning using the energy bar graph.
Evaluate responses using AI:
OFF
Answer explanation
A good answer should state that the initial potential energy was converted entirely into thermal energy due to the work done by friction. This is evidenced by the bar graph, which shows zero kinetic and potential energy but a full bar of thermal energy. The total energy of the system remains constant, but it is no longer in a mechanical form.
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