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Test: Impulse & Newton’s Third Law - NEET MCQ


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9 Questions MCQ Test Physics Class 11 - Test: Impulse & Newton’s Third Law

Test: Impulse & Newton’s Third Law for NEET 2024 is part of Physics Class 11 preparation. The Test: Impulse & Newton’s Third Law questions and answers have been prepared according to the NEET exam syllabus.The Test: Impulse & Newton’s Third Law MCQs are made for NEET 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Test: Impulse & Newton’s Third Law below.
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Test: Impulse & Newton’s Third Law - Question 1

A man weighs 70 kg. He stands on a weighing scale in a lift which is moving upwards with an acceleration of 5ms2.What would be the reading on the scale? (g=10 ms2)

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 1

As the moving elevator is a non inertial frame hence newton's laws can’t be applied directly to it. So to apply Newton's laws we need to add a pseudo force to the man's body equal to mass times the acceleration of lift in the opposite direction to that of acceleration. Thus the balancing normal force is equal to the weight of the man +  mass times the acceleration which is,
Reading = Normal force = 700 + 70 x 5
= 700 + 350
= 1050 N

Test: Impulse & Newton’s Third Law - Question 2

An average force of 100N acts on a body for 1s. What is the impulse due to the force?

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 2

We know that Impulse due to force, I = FΔt
As F = 100N
And Δt = 1sec
We get I = 100 Ns

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Test: Impulse & Newton’s Third Law - Question 3

A ball weighing 0.01kg hits a hard surface vertically with a speed of 5m/s and rebounds with the same speed. The ball remains in contact with the surface for 0.01s. The average force exerted by the surface on the ball is

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 3

Since impulse I = F x Δt

And also Impulse I = Δp (i.e. change in linear momentum)

Change in momentum

= 0.01 x 5 – (-5)

= 0.10 N s

Impulse = 0.10 N s

Therefore 0.10 = F x 0.01

Or F = 10 N

Test: Impulse & Newton’s Third Law - Question 4

The principle of working of a rocket is based on

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 4

Rocket works on the principle of conservation of momentum. Rocket ejaculates gases in backward direction which creates momentum of the gases backwards and thus by conservation of momentum, the rocket gets a momentum in the forward direction making it to move forward.

Test: Impulse & Newton’s Third Law - Question 5

A block is placed on the table. What is the angle between the action of the block on the table and reaction of the table on the block?

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 5

According to Newton's 3 rd law, every action and reaction have same magnitude and opposite direction. So the angle between them should be 180o.

Test: Impulse & Newton’s Third Law - Question 6

A machine gun has a mass of 20 kg fires 35 g bullets at the rate of 400 bullets per second with a speed of 400ms-1 .What force must be applied to the gun to keep in the position?

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 6

To conserve the momentum each time a single bullet is fired,
the reverse speed gained by the gun from one bullet is 
V = 400 X .035 / 20
= 0.7 m/s
Thus total speed gained in a second is = 0.7 X 400 = 280 m/s
As total speed is gained in one second only the acceleration produced = 280 m/s2
Thus total force applied on the gun by the bullets = 20 x 280 
= 5600 N

Test: Impulse & Newton’s Third Law - Question 7

 Which law says that every force is accompanied by an equal and opposite force?

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 7

"Every action has an equal and opposite reaction” -Newton's 3rd Law

Test: Impulse & Newton’s Third Law - Question 8

A bomb of mass 16kg at rest, explodes into two pieces of masses 4kg and 12kg. After explosion, the velocity of the 12kg mass is 4m/s. What is the velocity of the 4kg piece?

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 8

Simply by conserving the momentum of the system we get that,
0 (initial momentum) = 12 x 4 + 4 x v (final momentum)
Thus we get v = -12 m/s

Test: Impulse & Newton’s Third Law - Question 9

The dimensional formula for impulse is

Detailed Solution for Test: Impulse & Newton’s Third Law - Question 9

We know that I = P, where P is momentum
As subtracting initial momentum from the final momentum won't affect its unit, we get unit if I is the same as that of P.

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