If work done by an agent to form a bubble of radius R is W , then how much energy is required to increase its radius to 2R...?
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Answered by
9
as per the question
R1 = R, R2 = 2R
NOW THE INITIAL WORK DONE (W) IS = 8πR²s
and FINAL WORK DONE (W)= 8π[R2² - R1²]s
8π[4R² - R²]S
3 x 8πR²s = so W = 3W AS THE W IS EQUAL TO 8πR²S
R1 = R, R2 = 2R
NOW THE INITIAL WORK DONE (W) IS = 8πR²s
and FINAL WORK DONE (W)= 8π[R2² - R1²]s
8π[4R² - R²]S
3 x 8πR²s = so W = 3W AS THE W IS EQUAL TO 8πR²S
nice2:
did it help u bandubabu
Answered by
2
NOW THE INITIAL WORK DONE (W) IS = 8πR²s
and FINAL WORK DONE (W)= 8π[R2² - R1²]s
8π[4R² - R²]S
3 x 8πR²s = so W = 3W AS THE W IS EQUAL TO 8πR²S
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