Derive an expression for kinetic energy possessed by an object of mass m moving with velocity v. also state si unit of kinetic energy.
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consider an object mass m moving with a uniform speed u. let it displaced a distance s. we know that work done is W=F×S. work done by the object will cause change in velocity . let it's velocity change to u to v. let the acc. be a.
from third equation of motion we get:
s=v2 - u2÷2a.
we also know that f = m×a. so we get:
W=1/2m(v2-u2).
If the object is starting from it's stationary position then u=0:
W=1/2mv2.
work done is equal to the change in kinetic energy of an object.
Kinetic energy=1/2mv2.
Kinetic energy's S.I unit is joule.
since work done is equal to kinetic energy and si unit of work done is joules.
hope it helps
from third equation of motion we get:
s=v2 - u2÷2a.
we also know that f = m×a. so we get:
W=1/2m(v2-u2).
If the object is starting from it's stationary position then u=0:
W=1/2mv2.
work done is equal to the change in kinetic energy of an object.
Kinetic energy=1/2mv2.
Kinetic energy's S.I unit is joule.
since work done is equal to kinetic energy and si unit of work done is joules.
hope it helps
Answered by
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kinetic energy = 1/2mv^2
The SI unit is kgms-2
The SI unit is kgms-2
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