* Superball If you give a superball backspin and throw it toward a horizontal floor, it is possible that the ball bounces backward, as shown in Figure P9.71. If the ball has a color pattern or stripes, you may also notice that during the collision with the ground, the direction of rotation of the ball changes, as indicated in the figure. Both changes (the change of the ball’s translational velocity and the change of the balls angular velocity ) are the result of a force exerted on the ball by the ground during the collision. (a) In which approximate direction did the ground exert the force on the ball in the case shown in the figure? Choose the best answer from the options given in the figure and explain your answer. (b) The ball has initial and final velocity (with components v x i , v y i and v x f , v y f ) and initial and final angular velocity ( ω i and ω f ). During the collision, the ground exerts a force (determined by F z and F y ) on the ball. Complete the table below by drawing crosses in the cells that correctly connect changes of the quantities in the first column and the components of the force during the collision. Explain your answers. F x F y v x f − v x i v y f − v y i ω f − ω i
* Superball If you give a superball backspin and throw it toward a horizontal floor, it is possible that the ball bounces backward, as shown in Figure P9.71. If the ball has a color pattern or stripes, you may also notice that during the collision with the ground, the direction of rotation of the ball changes, as indicated in the figure. Both changes (the change of the ball’s translational velocity and the change of the balls angular velocity ) are the result of a force exerted on the ball by the ground during the collision. (a) In which approximate direction did the ground exert the force on the ball in the case shown in the figure? Choose the best answer from the options given in the figure and explain your answer. (b) The ball has initial and final velocity (with components v x i , v y i and v x f , v y f ) and initial and final angular velocity ( ω i and ω f ). During the collision, the ground exerts a force (determined by F z and F y ) on the ball. Complete the table below by drawing crosses in the cells that correctly connect changes of the quantities in the first column and the components of the force during the collision. Explain your answers. F x F y v x f − v x i v y f − v y i ω f − ω i
* Superball If you give a superball backspin and throw it toward a horizontal floor, it is possible that the ball bounces backward, as shown in Figure P9.71. If the ball has a color pattern or stripes, you may also notice that during the collision with the ground, the direction of rotation of the ball changes, as indicated in the figure. Both changes (the change of the ball’s translational velocity and the change of the balls angular velocity) are the result of a force exerted on the ball by the ground during the collision. (a) In which approximate direction did the ground exert the force on the ball in the case shown in the figure? Choose the best answer from the options given in the figure and explain your answer. (b) The ball has initial and final velocity (with components
v
x
i
,
v
y
i
and
v
x
f
,
v
y
f
) and initial and final angular velocity (
ω
i
and
ω
f
). During the collision, the ground exerts a force (determined by
F
z
and
F
y
) on the ball. Complete the table below by drawing crosses in the cells that correctly connect changes of the quantities in the first column and the components of the force during the collision. Explain your answers.
Fx
Fy
v
x
f
−
v
x
i
v
y
f
−
v
y
i
ω
f
−
ω
i
Definition Definition Fundamental law of forces which states: “For every action, there is an equal and opposite reaction." In other words, whenever one body exerts a force on a second body, the second body exerts an oppositely directed force of equal magnitude on the first body. It is also called the “action-reaction law” and was defined by Sir Isaac Newton.
At point A, 3.20 m from a small source of sound that is emitting uniformly in all directions, the intensity level is 58.0 dB. What is the intensity of the sound at A? How far from the source must you go so that the intensity is one-fourth of what it was at A? How far must you go so that the sound level is one-fourth of what it was at A?
Make a plot of the acceleration of a ball that is thrown upward at 20 m/s subject to gravitation alone (no drag). Assume upward is the +y direction (and downward negative y).
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