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If the object is moving, it is possible for the net force acting on it to be zero? Explain.

Short Answer

Expert verified

Yes, when the object is moving with a constant velocity, the net force on it must be zero.

Step by step solution

01

Step 1. By Newton’s second law

The acceleration of an object is directly proportional to the force applied to it.

02

Step 2. Case of an object moving with uniform velocity

If an object is moving with uniform velocity, its acceleration must be zero. From Newton’s second law, you know that acceleration is directly proportional to force and follows the relationF=ma.

Here, m is the mass of the object, F is the force applied, and a is the acceleration.

Thus, acceleration being zero implies that the net force will also be zero. Therefore, it is possible that the net force on a moving object is zero.

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Most popular questions from this chapter

Suppose an object is accelerated by a force of 100 N. Suddenly, a second force of 100 N in the opposite direction is exerted on the object so that the forces cancel. The object

(a) is brought to rest rapidly.

(b) decelerates gradually to rest.

(c) continues at the velocity it had before the second force was applied.

(d) is brought to rest, and then it accelerates in the direction of the second force.

A box rests on the (frictionless) bed of a truck. The truck driver starts the truck and accelerates forward. The box immediately starts to slide towards the rear of the truck bed. Discuss the motion of the box, in terms of Newton’s laws, as seen (a) by Mary standing on the ground besides the truck, and (b) by Chris who is riding on the truck (See below figure).

(a) A box sits at rest on a rough 33° inclined plane. Draw the free-body diagram, showing all the forces acting on the box. (b) How would the diagram change if the box were sliding down the plane? (c) How would it change if the box were sliding up the plane after an initial shove?

A person pushes a 14.0-kg lawn mower at constant speed with a force ofF=88.0Ndirected along the handle, which is at an angle of 45.0° to the horizontal (Fig. 4–58). (a) Draw the free-body diagram showing all forces acting on the mower. Calculate (b) the horizontal friction force on the mower, then (c) the normal force exerted vertically upward on the mower by the ground. (d) What force must the person exert on the lawn mower to accelerate it from rest to 1.5 m/s in 2.5 seconds, assuming the same friction force?

FIGURE 4-58 Problem 50.

The normal force on an extreme skier descending a very steep slope (Fig. 4–42) can be zero if

(a) his speed is great enough.

(b) he leaves the slope (no longer touches the snow).

(c) the slope is greater than 75°.

(d) the slope is vertical (90°).

FIGURE 4-42 Mis–Conceptual Question 12.

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