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solveint
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A body falls into viscous liquid which causes the velocity to decrease at the rate proportional to the velocity.
v=velocity(m/s)
t=time(s)
k= constant of proportionality
The initial velocity of the body=30m/s
k=0.3m/s^2
t=0.25s
Solve for v in terms of t and k
First step possible: a=-kt then first order of integration t1=0;t2=0.25s
int a dt ?
But where is g (means g-kt)??
v=velocity(m/s)
t=time(s)
k= constant of proportionality
The initial velocity of the body=30m/s
k=0.3m/s^2
t=0.25s
Solve for v in terms of t and k
First step possible: a=-kt then first order of integration t1=0;t2=0.25s
int a dt ?
But where is g (means g-kt)??