calculate the decrease in the kinetic energy of a moving body if its velocity reduces to one by third of the initial velocity
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kinetic energy is half mass *velocity squared
ke=1/2*m*v*v
the velocity now changes to v/3
new ke=1/2*m*v/3*v/3
ratio of ke to new ke=mv2/2:mv2/18=9:1
so the new ke is 1/9 times that Of the previous value
ke=1/2*m*v*v
the velocity now changes to v/3
new ke=1/2*m*v/3*v/3
ratio of ke to new ke=mv2/2:mv2/18=9:1
so the new ke is 1/9 times that Of the previous value
Anonymous:
still :-(
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solution.
kinetic energy= 1/2 m v^2
when body moves with v velocity.
the kinetic energy= 1/m v^2
when body moves with 1/3 v velocity.
then kinetic energy= 1/2 m (1/3v)^2
= 1/2 m 1/9v^2
now, kinetic energy decreased=( 1/2 mv^2) - (1/2 m 1/9 v^2)
=> v^2 - 1/9 v ^2
= (9v^2 - 1 v^2)/9
= 8/9 v^2 joule
_______
kinetic energy= 1/2 m v^2
when body moves with v velocity.
the kinetic energy= 1/m v^2
when body moves with 1/3 v velocity.
then kinetic energy= 1/2 m (1/3v)^2
= 1/2 m 1/9v^2
now, kinetic energy decreased=( 1/2 mv^2) - (1/2 m 1/9 v^2)
=> v^2 - 1/9 v ^2
= (9v^2 - 1 v^2)/9
= 8/9 v^2 joule
_______
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