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- The displacement-time graph of a body acted upon by some forces is shown in figure. For this situation, match the entries of Column I with the entries of Column II. <img class=img-fluid question-image alt=image src=https://cdn.tardigrade.in/img/question/physics/8cec871c34b0271f3ec1a6161f0c9384-.png /> Column I Column II i For O A, the total work done by all forces together is a always positive ii For O A, the work done by few of the acting forces is b can be positive iii For A B, the work done by few of the acting forces is c zero or can be zero iv For B C, the work done by all forces together is d can be negative
Q.
The displacement-time graph of a body acted upon by some forces is shown in figure. For this situation, match the entries of Column I with the entries of Column II.
Column I
Column II
i
For $O A$, the total work done by all forces together is
a
always positive
ii
For $O A$, the work done by few of the acting forces is
b
can be positive
iii
For $A B$, the work done by few of the acting forces is
c
zero or can be zero
iv
For $B C$, the work done by all forces together is
d
can be negative
Column I | Column II | ||
---|---|---|---|
i | For $O A$, the total work done by all forces together is | a | always positive |
ii | For $O A$, the work done by few of the acting forces is | b | can be positive |
iii | For $A B$, the work done by few of the acting forces is | c | zero or can be zero |
iv | For $B C$, the work done by all forces together is | d | can be negative |
Work, Energy and Power
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Solution:
In $O A$, velocity increases, hence $KE$ increases. So overall work done is positive. If a number of forces are acting on the body, then it is possible that some forces do positive work, some negative and some zero.
In $B C$, velocity is constant, hence there is no change in $KE$. So net work done by all the forces is zero.
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