A external agent moves the block m slowly from A to B,
along a smooth hill such that every time he applies theforce tangentially. Find the work done by agent in thisinterval
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Answered by
13
Apply work energy theorem and equate it to 0
Bcoz the blocked is moved slowly...i.e change in KE=0
Mgh+work done by external agent=0
Answered by
5
The work done by agent in this interval is Wagent = mgh
- Using work energy theorem
- Change in the kinetic energy = total work done
- In the given case the change in the kinetic energy is zero
- 0= work done by gravity (Wg) + work done by agent/external force (Wagent)
- The work done by gravity is = -mgh
- Here m mass of the block , g is the acceleration due to gravity and h is the height
- 0 = -mgh + Wagent
- The work done by agent in this interval Wagnet = mgh
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