The mass of a bucket full of water is 15kg it is being pulled up from 15m deep well. Due to hole in the bucket 6kg water flows out of the bucket . The work done in drawing the bucket out of the well is
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Answered by
55
If we consider the water is flown out of the bucket at a constant rate with depth ,then consider the work done in lifting the bucket though height dh and integrate it to full depth.
Answer =1800 J
Answer =1800 J
ashermitul5:
Can't understand can you plz solve
Answered by
339
mass varies from deep of well to 15 m in height .
let ¢ is mass per unit height .
so,
dm = ¢dx
= 6/15dx
M = m-dm
now,
workdone = change in potential energy
= F× x
= ( m -dm)g × x
= mgx -dm×gx
= 15 × 10 × 15 -6/15 gx.dx
=2250 - 6/15 x10x 225/2
=2250 - 3 x 15x 10
= 2250 - 450
= 1800 Joule
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Please mark brainliest ....
let ¢ is mass per unit height .
so,
dm = ¢dx
= 6/15dx
M = m-dm
now,
workdone = change in potential energy
= F× x
= ( m -dm)g × x
= mgx -dm×gx
= 15 × 10 × 15 -6/15 gx.dx
=2250 - 6/15 x10x 225/2
=2250 - 3 x 15x 10
= 2250 - 450
= 1800 Joule
============================================================
Please mark brainliest ....
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