Chapter 7: Q3Q (page 170)
When a person jumps from a tree to the ground, what happens to the momentum of the person upon striking the ground?
Short Answer
The momentum of the person upon striking the ground will become zero.
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Chapter 7: Q3Q (page 170)
When a person jumps from a tree to the ground, what happens to the momentum of the person upon striking the ground?
The momentum of the person upon striking the ground will become zero.
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Billiard balls A and B, of equal mass, move at right angles and meet at the origin of an xy coordinate system as shown in Fig. 7–36. Initially ball A is moving along the y axis at \({\bf{ + 2}}{\bf{.0}}\;{\bf{m/s}}\), and ball B is moving to the right along the x axis with speed \({\bf{ + 3}}{\bf{.7}}\;{\bf{m/s}}\).After the collision (assumed elastic), ball B is moving along the positive y axis (Fig. 7–36) with velocity What is the final direction of ball A, and what are the speeds of the two balls?

FIGURE 7-36
Problem 46. (Ball A after the Collison is not shown)
Use Table 7–1 to calculate the position of the CM of an arm bent at a right angle. Assume that the person is 155 cm tall.
Why is the CM of a 1-m length of pipe at its midpoint, whereas this is not true for your arm or leg?
Two balls, of masses\({m_{\rm{A}}} = 45\;{\rm{g}}\)and\({m_{\rm{B}}} = 65\;{\rm{g}}\), are suspended as shown in Fig. 7–46. The lighter ball is pulled away to a 66° angle with the vertical and released.
(a) What is the velocity of the lighter ball before impact?
(b) What is the velocity of each ball after the elastic collision?
(c) What will be the maximum height of each ball after the elastic collision?

When a high jumper is in a position such that his arms and lower legs are hanging vertically, and his thighs, trunk, and head are horizontal just above the bar, estimate how far below the torso’s median line the CM will be. Will this CM be outside the body? Use Table 7–1.
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