Verified Answer :

LeviKS

Well you would have to get Pi by itself so...
A = 2pir^2+2pirh / 2pir
A/2pir = pir(h) and then divide h
A/2pirh = pir and just multiply by 2pir
A/H = 3pir^2 and divide by 3r and square root it
√ A/3rH = pi
((I know there is a simpler way but it's hard to type it out T-T Sorry if this was confusing))

Answer:

The value of the expression for π is \(\pi=\frac{A}{2 r^2+2rh}\)

Step-by-step explanation:

Consider the provided equation.

\(A=2\pi r^2+2\pi rh\)

We need to solve the equation for π.

Take π common.

\(A=\pi (2 r^2+2rh)\)

Divide both the sides by \(2 r^2+2rh\)

\(\frac{A}{2 r^2+2rh}=\pi\)

\(\pi=\frac{A}{2 r^2+2rh}\)

Hence, the value of the expression for π is \(\pi=\frac{A}{2 r^2+2rh}\)

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