- #1
jd1828
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A body moving with velocity V enounters a resistance in the form of dV/dT=-k*V^(3/2). Show that
V(t)=(4v.)/(k*t*sqrt(v.)+2)^2
v. is the same as v(subscript 0)
When i solve the differential equation i keep getting V(t)=4/(k*t-v')^2
I have no idea how to get from dv/dt to the given v(t)
V(t)=(4v.)/(k*t*sqrt(v.)+2)^2
v. is the same as v(subscript 0)
When i solve the differential equation i keep getting V(t)=4/(k*t-v')^2
I have no idea how to get from dv/dt to the given v(t)