If the value of g suddenly becomes twice its value, it will become two times more difficult to pull a heavy object along the floor. Why? Answer the question
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Very good question . Thanks for asking it .
If value of g suddenly becomes twice its value, it will become two times more difficult to pull a heavy object along the floor because :
We know that Weight =W mxg
as g becomes 2g
W=mx2g
W=2 mg
Weight of the body becomes double.
So when we are pulling the heavy object on the floor , initially it possess static friction . As weight is increasing , normal force acting on the object also increases.
Since Normal Force α Frictional force.
As Normal force increases, when we try to pull the object by applying force , frictional force will be more . As frictional force is self adjusting force and once its overcomes, the object tries to move easily as Static friction is greater than sliding friction
If value of g suddenly becomes twice its value, it will become two times more difficult to pull a heavy object along the floor because :
We know that Weight =W mxg
as g becomes 2g
W=mx2g
W=2 mg
Weight of the body becomes double.
So when we are pulling the heavy object on the floor , initially it possess static friction . As weight is increasing , normal force acting on the object also increases.
Since Normal Force α Frictional force.
As Normal force increases, when we try to pull the object by applying force , frictional force will be more . As frictional force is self adjusting force and once its overcomes, the object tries to move easily as Static friction is greater than sliding friction
Answered by
1
Answer:
Explanation:
(i) If the value of g becomes double,the force with
which the earth pulls the object i.e weight of
object becomes double.
(ii) As weightincreases,frictional force also increases
while pulling the object
( iii) Hence, it will become two times more difficult to
pull a heavy object along the floor.
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