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Class
13:
Thursday,
3/12 Warm Up: 1. Solve this simple problem... a 100% efficient 1kg robot uses its motor to accelerate from rest across level ground. If the motor uses 0.5J of energy during this process, what is the robot's final speed?
2. Does the entire 0.5J of energy get transferred to the robot, or does some of it also go to the Earth? Do we need to recalculate the robot's speed to account for the energy that is transferred to the Earth?
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Class
12:
Tuesday,
3/10 Warm Up: None
Today:
Homework:
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Class
11:
Friday,
3/6Warm Up: Suppose I place some foam on my table top, and then I shoot it with the two darts in the picture, using the same Nerf ® gun. Compare the effects of the two darts impact on the motion of the foam. Today:
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Class
10:
Wednesday,
3/4Warm Up: 1. What happens when I hold a tennis ball on top of a basketball and drop them to the floor together? 2. The momentum formula is p = mv (momentum is "p"). Can you explain the balls' behavior in terms of the momentum formula? 3. How could this concept be applied to towel snapping? Today:
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Class
10: Thursday,
2/19Warm Up: There is a "pith ball" hanging next to the Van de Graaff generator. The pith ball is foam that is covered with a conductive, metallic paint. What do you think will happen when the Van de Graaff generator builds up a strong negative charge? Why? Today:
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Class
9: Tuesday,
2/17 Warm Up: Today:
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8: Friday,
2/13Warm Up: How and why does a compound bow change the nature of W=Fd? Today:
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Class
7: Wednesday,
2/11 Warm Up: None Today:
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Class
6: Monday,
2/9Warm Up: 1. What is the point of having a variety of gears on a bicycle? (or a car, motorcycle, etc.) 2. If you ride as fast as possible in one gear, how does your acceleration change over time? 3. How does changing to a higher gear affect the F and d components of your work (e.g. Fd vs Fd)? Consider changes to F and d where your foot meets the pedal and where the tire meets the road. Today:
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Class
5: Thursday,
2/5Warm Up: In this video, a driver supposedly enters a loop-the-loop at a speed of 36mph (16.1m/s). The driver supposedly experiences 6g at the bottom and approximately 0g at the top. They say the loop is 40feet high, so the radius is approximately 6.1m. 1. In all of the practice problems we have done so far, how many more gs are experienced at the bottom of a loop-the-loop, compared to the top? 2. Why isn't that the case here? 3. Does the driver really experience 6g at the bottom, or is it closer to 5g? *This would be a good context for a bonus problem. Today:
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Class
4: Tuesday,
2/3Warm Up: We're going to use the law of conservation of energy to find out how many pullers it takes to accelerate the sled to a target speed -- for any occupant mass.
1) What does this equation look like for the 15m (approximately) over which the sled accelerates? 2) How are we going to use this equation to find the number of pullers required to accelerate the sled to a target velocity? 3) What data do we need to collect? Today:
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Class
3: Friday,
1/30Warm Up: 1. Why do we have tides?
3. Which object is excerting a greater gravitational force on you right now, the Moon or the Sun? 4. How are tides related to black holes and spaghettification?
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Class
2: Wednesday,
1/28Warm Up: We don't have to answer all of these. 1. What is the net force acting on the jogger in the video? What is exerting this force? 2. Approximately how fast is the jogger in this video moving? 3. If the jogger turned around and jogged the other way, would he feel any different? What if he ran faster? 4. What if the floor didn't have any friction (and no drag in the air)? 5. What must move in order for the person to experience simulated gravity... the space station, the person, neither, or both? What does "move" mean in outer space? 6. There are essentially two ways to simulate 1g of gravity in "outer space." What are they? How are they similar? How are they different? How do they compare to real gravity?
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Class
1: Thursday,
1/22Warm Up: What's happening to this guy? Why? Today:
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