A body of mass 0.5kg is moving at a constant velocity of 2ms^-1.to bring it to rest in 2 m the work done is?
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m=0.5 kg,u=2 m/s,v=0 m/s(as it is brought to rest),s=2 m
By applying the equation of motion, v²-u²=2as
(0)²-(2)²=2a(2)
=0-4=4a⇒-4=4a⇒a=-4/4=-1 m/s²
F=ma=0.5×(-1)=-0.5 N
W=Fs=(-0.5)×(-1)=0.5 J(Ans.)
By applying the equation of motion, v²-u²=2as
(0)²-(2)²=2a(2)
=0-4=4a⇒-4=4a⇒a=-4/4=-1 m/s²
F=ma=0.5×(-1)=-0.5 N
W=Fs=(-0.5)×(-1)=0.5 J(Ans.)
Answered by
1
Answer:
W = - 1J
Explanation:
m = 0.5kg
u = 2m/s
v = 0m/s
s = 2m
first we have to find acceleration
v^2 - u^2 = 2as
=> - 2^2 = 2*a*2
=> - 4/4 = a
=> a = -1 m/s^2
now, we can to find the force(f)
F = m*a
=> 0.5 * -1
=> F = -0.5N
last, we are able to find the work done
W = F.S
=> -0.5 * 2
=> W = - 1J
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