Verified Answer :

r = S/2πh 

2) V= πr^2h, for variable h 

Same procedure in this one 

Divide both sides byπr^2 

V/πr^2 = h 

h = V/πr^2 

The solution for the variable r in the given equation is \(r =\frac{s}{2\pi h}\)  

From the question,

We are to solve for the variable r in the given equation, we will make r the subject of the equation.

The given equation is

\(s = 2\pi rh\)

To solve for r,

Divide both sides of the equation by 2πh

That is,

\(\frac{s}{2\pi h} =\frac{2\pi rh}{2\pi h}\)

Then,

\(\frac{s}{2\pi h} =r\)

∴ \(r =\frac{s}{2\pi h}\)  

Hence, the solution for the variable r in the given equation is \(r =\frac{s}{2\pi h}\)  

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