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CBSE Questions for Class 9 Physics Force And Laws Of Motion Quiz 17 - MCQExams.com
CBSE
Class 9 Physics
Force And Laws Of Motion
Quiz 17
What happens when some children try to push a box on a rough floor?
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The box will move regardless of the force given
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The box moves with a little force
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The box does not move with a small force
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None of these
Explanation
Friction opposes the relative motion between two surfaces in contact. It acts on both surfaces. When some children try to push a box on a rough floor box with a small force, the box does not move because of friction acting in a direction opposite to the push. This friction force arises between two surfaces in contact. It balances the pushing force and therefore the box does not move.
Consider the image given above and choose the correct option.
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If the block is pulled from both the sides with equal forces, the block will move
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If the block is pulled from both the sides with equal forces, the block will not move
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X & Y would be called balanced forces if they are equal
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None of these
Explanation
If the block is pulled from both the sides with equal forces, the block will not move because they cancel out the effect of each other. Such forces are called balanced forces and do not change the state of rest or of motion of an object, hence X & Y would be balanced if they are equal, therefore options $$B&C$$ are correct.
An object maintains its motion under the continuous application of an
unbalanced force.
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True
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False
Explanation
An object moves with a uniform velocity when the forces (pushing force and
frictional force) acting on the object are balanced and there is no net external force on it. If an unbalanced force is applied to the object, there will be a change either in its speed or in the direction of its motion. Thus, to accelerate the motion of an object, an unbalanced force is required and the change in its speed (or in the direction of motion
would continue as long as this unbalanced
force is applied. However, if this force is removed completely, the object would
continue to move with the velocity it has
acquired till then. Hence, the given statement is false.
Choose whether true or false:-
Air-filled balloons defy the conservation of momentum.
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True
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False
Explanation
In the air-filled balloon, balloon, and air inside form a kind of system. Initially when the system is at rest, so the momentum of the system is also zero. As soon as the balloon is set free air escapes out with some great velocity, balloon moves in the direction opposite to air rushing out.So that their momentum are in opposite direction and cancel out to be zero, which is same as initial momentum.
Hence they follow the conservation of momentum and hence the given statement is false.
Which of the following uses the principle of conservation of momentum?
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Motion of rockets and jet engines
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Ballon moves upwards when burst or when air is expelled out of it
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Gun recoils after firing
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All of these
Explanation
In the air-filled balloon, balloon, and air inside form a kind of system. Initially when the system is at rest, so the momentum of the system is also zero. As soon as the balloon is set free air escapes out with some great velocity, balloon moves forward in the direction opposite to air rushing out, before firing both gun and bullet are at rest, therefore momentum of the system is zero. When the bullet is fired the bullet moves forward and gun recoils back.
Rockets and jet engines also work on the law of conservation of momentum. In these hot gases produced by burning of fuel rush out with large momentum, Due to this, these machines gain an equal and opposite momentum. This momentum enables the rockets and jet engines with very high velocities, hence option $$D$$ is correct.
Choose whether true or false:-
Rockets have extremely high velocities due to conservation of momentum.
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True
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False
Explanation
Rockets and jet engines work on the law of conservation of momentum. In these hot gases produced by burning of fuel rush out with large momentum, Due to this, these machines gain an equal and opposite momentum,in order to conserve total momentum.This momentum enables the rockets and jet engines with very high velocities, hence the given statement is true.
Choose whether true or false:-
Action-reaction force produce equal accelerations.
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True
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False
Explanation
Action-reaction forces may not produce accelerations of equal magnitudes.
This is because each force acts on a different object that may have a different mass, hence the given statement is false.
Choose whether true or false:-
Motorboats work on the principle of conservation of momentum.
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True
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False
Explanation
Motorboats work on the principle of conservation of momentum, it pushes the water backward and gets pushed forwards in reaction to conserve momentum. Hence, the given statement is correct.
What is the action reaction pair when we walk on the floor?
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Air resistance, muscular force
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Air resistance, force applied by road on your feet
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Your feet exerts force on road, road reverts equal force back
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None of these
Explanation
When you walk, you push the road below backwards. The road exerts an equal and opposite force on your feet to make you move forward, hence option $$C$$ is correct.
A person of mass $$80\,kg$$ stands on a platform of mass $$20\,kg$$ which is kept on frictionless ground. He throws a ball of mass $$1\,kg$$ at an angle $$45^{\circ}$$ with speed $$10\sqrt{2}\ m/s$$ with respect to the ground. If the ball just lands at the edge of the platform, find the length of the platform.
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$$10.2\,m$$
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$$20.2\,m$$
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$$30.2\, m$$
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$$40.2\,m$$
Explanation
$$u_x=10\sqrt{2}\,\cos 45^0=10\,m/s$$
$$u_y=10\sqrt{2}\,\sin 45^0=10\,m/s$$
Conserving momentum along x-axis
$$mass_{(man+platform)}v=m_{stone}\times u_{x}$$
$$(80+20)v=1(10)$$
$$v=\dfrac{1}{10}=0.1m/s$$ towards left
the time taken for ball to fall down
$$t=\dfrac{2u\,\sin\theta}{g}=\dfrac{2\times 10\sqrt{2}\times \dfrac{1}{\sqrt{2}}}{10}=2\,sec$$
$$V_{ball/platform}=V_{ball/ground}-V_{platform/ground}$$ ($$x$$ direction)
$$=10-(-0.1)$$
$$=10.1m/s$$
distance travelled in $$2\sec= d$$
$$d=10.1\times 2=20.2\,mtrs$$
$$\therefore$$ length of the platform $$=20.2\,mtrs$$
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