I have the equation:
r''(t) * r2(t) = k
Where k is a constant and I want to find r(t) in terms of k and t.
Any help would be appreciated.
PS.
I was wondering whether I could square root it?:
d2/(dt)2 * r(t) * r2(t) = k
d/(dt) * r1/2(t) * r(t) = k1/2
r3/2(t) * d = k1/2 * dt
∫r3/2(t) * d = ∫k1/2 * dt
r3/2(t) = k1/2t
r(t) = (kt2)1/3
However I have a feeling I did something wrong here...
r''(t) * r2(t) = k
Where k is a constant and I want to find r(t) in terms of k and t.
Any help would be appreciated.
PS.
I was wondering whether I could square root it?:
d2/(dt)2 * r(t) * r2(t) = k
d/(dt) * r1/2(t) * r(t) = k1/2
r3/2(t) * d = k1/2 * dt
∫r3/2(t) * d = ∫k1/2 * dt
r3/2(t) = k1/2t
r(t) = (kt2)1/3
However I have a feeling I did something wrong here...