A body of mass 200g is moving horizontally with a velocity of 5m/s along the positive X- direction. At time t=0, when the body is at x=0, a constant force of 0.4N directed along the negative x- direction is applied to the body for 10s. What is the position(x) of the body at t=30s ?
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Answer:
m= 200g = 0.2kg
initial velocity (u) = 5m/s
F = -0.4N (negative x axis direction
F =ma
a =F/m
0.4/0.2= 2m/s^2
since force is applied only for 10s
so a=-2m/s^2 for 10s
from
s = ut + 1/2 at^2
s = 5(10) + 1/2(-2)(100)
s= 50-100
s= -50m ----(1)
now velocity at t=10
v=u+at
v=5 - 2(10)
v= -15m/s
now u = -15m/s t=20s a=0(as force stopped acting f=0)
s=ut +1/2at^2
s= -15(20)
s= -300m----(2)
position of body at t=30s is (1) + (2)
= -50 + (-350)
= -350m
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