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The amount of work done in blowing a soa...

The amount of work done in blowing a soap bubble such that its diameter increases from d to D is (T=surface tension of the solution)

A

`2 pi (D^(2)-d^(2))S`

B

`pi(D^(2)-d^(2))S`

C

`4pi (D^(2)-d^(2))S`

D

`8pi(D^(2)-d^(2))S`

Text Solution

Verified by Experts

The correct Answer is:
A

Change in surface area
`=2 xx 4pi(D/2)^(2) -(d/2)^(2)=2pi(D^(2)-d^(2))`
`therefore` Work done = surface x change in area `=2piS(D^(2)-d^(2))`
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