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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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1. A 200 gram ball is dropped from the top of a building. If the speed of the ball before impact is 40 meters per second and right after impact it is 25 centimeters per second, find: a. The momentum of the ball before impact b. The momentum of the ball after impact c. The kinetic energy of the ball before impact d. The kinetic energy of the ball after impact e. The coefficient of restitution of the ball 2. A 60 gram tennis ball is dropped from a height of 1.0 meter. If it rebounds to a height of 0.560 meters, find: a. The coefficient of restitution of the tennis ball and the floor b. How much energy is lost in the collision? 3. A hunter fires an automatic rifle at an attacking lion that weighs 300 pounds. If the lion is moving toward the hunter at 10 feet per second and the rifle bullets weigh 2 ounces each and have a muzzle velocity of 2500 feet per second, how many bullets must the man fire at the lion in order to stop the lion in his tracks? 4. Two swimmers simultaneously dive off opposite ends of a 200-pound boat. If the first swimmer has a weight W1 = 200 pounds and a velocity of 5 feet per second toward the right, while the second swimmer has a weight W2 = 150 pounds and a velocity of -3 feet per second toward the left, what is the final velocity of the boat? 5. An open toy railroad car of mass 250 grams is moving at a constant speed of 30 centimeters per second when a wooden block of 50 grams is dropped into the open car. What is the final speed of the car and block?

Morgan C.


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Transcript

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00:01 Let's say we have a car that accelerates to a speed of 10 meters a second, and it does so in a time interval of 5 seconds.
00:09 Sorry, it goes from an initial speed of 10 to a final speed of 30.
00:13 Let me correct that.
00:14 Then the acceleration is just going to be the change in velocity over the time interval.
00:19 That's a change of 20 meters a second over 5 seconds.
00:24 That's 4 meters per second squared.
00:28 Squared.
00:28 For the second one, we have a bus moving at 20 meters a second when it slows down with an acceleration of negative 5 meters a second squared.
00:39 And this is over the interval, or sorry, we want to know how long does it take to come to a stop, or how far does it come to a stop.
00:46 So we'll call that distance x.
00:48 This is basically just going to be v squared over 2a with a negative sign.
00:53 Alright, so let's say, so that should be 40 meters.
00:57 For problem three, we have a block sliding down a plank that has a length of 18 meters, and it has an acceleration of 4 meters a second squared, so we want to know how long does it take to reach the bottom...
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