2. Allison throws a tennis ball graphical analysis (Allotted Time 45 minutes) Allison throws a tennis...
Allison throws a tennis ball at time t = 0 from a height h above the ground equal to her own height. We assume that the positive horizontal direction is the positive x-direction, and the positive vertical direction is the positive y-direction. The ball has a positive initial horizontal velocity vx, and no initial vertical velocity. At times t1 and t2, the ball bounces on the ground for the first, and second times respectively after being thrown. We assume that...
Projectile Motion and Impact: Just for fun, a golfer: throws a golf ball horizontally through the air and watches it bounce again and again down a long straight concrete path. The ball is thrown horizontally from a height of h_0 = 1.5 m with an initial speed of V_0, = 28 m/s The coefficient of restitution between the golf ball and the concrete is e = 0.92. Determine the maximum vertical height the golf ball will reach after its third bounce. h_3. Determine a formula for...
Projectile Motion, Energy, and Impact: Just for fun, a golfer throws a golf ball horizontally through the air and watches it bounce again and again down a long straight concrete path. The ball is thrown horizontally from a height of ho = 1.5 m with an initial speed of Vo = 28 m/s. The coefficient of restitution between the golf ball and the concrete is e=0.92. (A) Determine the maximum vertical height the golf ball will reach after its third...
The girl throws the ball with a horizontal velocity of v1=8ft/s. Part A If the coefficient of restitution between the ball and the ground is 0.8, determine the magnitude of the velocity of the ball just after it rebounds from the ground. Express your answer with the appropriate units. v2 = Part B Determine the direction of the velocity of the ball just after it rebounds from the ground. Express your answer with the appropriate units. ? = Part C...
Part 1 A ball is tossed so that it bounces off the ground, rises to a height of 2.30 m, and then hits the ground again 1.70 m away from the first bounce. 1. How long is the ball in the air between the two bounces? 1.375 2. What is the ball's velocity in the x-direction? 3. What is the ball's speed just before the second bounce? 4. What is the angle of the velocity vector with respect to the...
a tennis ball was hit with a tennis racquet. The ball was hit in the same direction from which it approached the raquet ( the opposite of the direction it was going), so it was s essentially a one- dimensional collision. The 60.0 gram tennis ball approached the racquet with a speed of 34.3 m/s. The tennis racquet gave the ball an impulse of 4.5 newton-seconds. a) Find the velocity of the ball after the collision. Ferce as a Function...
1. A ping pong ball (ball #1, mass of 2g) is held just above a tennis ball (ball #2, mass of 57g) with their centers vertically aligned. When the balls are released, they fall through a vertical distance of 1.27 meters. a) Prove that each ball is traveling at 5.00 m/s just before it hits the ground. The tennis ball (#2) hits the ground and bounces elastically off of it before the ping pong ball (#1) actually hits #2. Since...
A ball is launched from the ground at an angle of 65∘ above the horizontal with a velocity of 22m/s. The ball hits the ground some distance away at a given speed, and bounces back up. When it does so the amplitude of both the x and y components of its velocity are half what they were. This repeats with the ball losing half of it’s speed on each bounce. a) Sketch the problem. [2 points b) Write the equation...
Vi = 8 ft/s 3 ft The girl throws the ball with a horizontal velocity of v, = 8 ft/s. If the coefficient of restitution between the ball and the ground is e = 0.8. determine the velocity of the ball just after it rebounds from the ground and the maximum height to which the ball rises after the first bounce.
Launch a tennis ball at 20.0 m/sec at 60 degrees above horizontal from the top of a building that is 50.0 meters high. Please show all your work on this page. Keep answers in three significant figures. a. Find the initial horizontal component of the velocity b. Find the vertical component of the velocity c. Find the maximum height, measuring from the ground level d. Find the time to reach the maximum height e. Find the magnitude of vertical velocity...