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I tried Mathematica for this, but didn't see how to do it. Is it possible to solve an equation of the following kind?

diff(R(t),t) == C1(C2 - C31/R(t))(1/R(t) + 1/sqrt(C4t))

where t is a variable, R(t) is a function of t and C1 to C4 are constants

Any help would be appreciated.

I tried Mathematica for this, but didn't see how to do it. Is it possible to solve an equation of the following kind?

diff(R(t),t) == C1(C2 C1*(C2 - C31/R(t))(1/R(t) C3*1/R(t))*(1/R(t) + 1/sqrt(C4t))
1/sqrt(C4*t))