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Draw the free-body diagram for a basketball player (a) just before leaving the ground on a jump, and (b) while in the air. See Fig. 4–46.

Short Answer

Expert verified

The obtained free body diagrams for parts (a) and (b) are as follows:

(a)

(b)

Step by step solution

01

Step 1. Draw the free body diagram just before the player leaves the ground

In order to draw the free body diagram, the total number of forces acting on the given body should be evaluated with their particular directions.

The free body diagram of the player just before leaving the ground is as follows:

Consider that the person jumps straight in the upward direction. Two forces act on the player just before he leaves the ground; the first one is his weight, and the other one is the reaction force exerted by the ground on him.

02

Step 2. Draw the free body diagram while the player is in the air

The free body diagram of the player is as follows:

When the player jumps off the ground in a straight-up direction, the force acting on him is his weight while he is in the air. The normal force is not considered in this case because the player is not in contact with the ground.

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Most popular questions from this chapter

A person stands on a scale in an elevator. His apparent weight will be the greatest when the elevator

(a) is standing still.

(b) is moving upward at a constant velocity.

(c) is accelerating upward.

(d) is moving downward at a constant velocity.

(e) is accelerating downward.

A box weighing 77.0 N rests on a table. A rope tied to the box runs vertically upward over a pulley and a weight is hung from the other end (Fig. 4–45). Determine the force that the table exerts on the box if the weight hanging on the other side of the pulley weighs (a) 30.0 N, (b) 60.0 N, and (c) 90.0 N.

When a skier skis down a hill, the normal force exerted on the skier by the hill is

(a) equal to the weight of the skier.

(b) greater than the weight of the skier.

(c) less than the weight of the skier.

A box is pushed so that it slides across the floor. How far will it go, given that the coefficient of kinetic friction is 0.15, and the push imparts an initial speed of 3.5 m/s?

Figure 4–53 shows a block (mass mA) on a smooth horizontal surface, connected by a thin cord that passes over a pulley to a second block (mB), which hangs vertically. (a) Draw a free-body diagram for each block, showing the force of gravity on each, the force (tension) exerted by the cord, and any normal force. (b) Apply Newton’s second law to find the formulas for the acceleration of the system and the tension in the cord. Ignore the friction and the masses of the pulley and the cord.

FIGURE 4-53 Problems 32 and 33. Mass mA rests on a smooth horizontal surface; mB hangs vertically.

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