Given the formula A=2πr+h
, solve for r.
Responses
r=A(2πr)−h
r=A(2πr)−h
r=A−2πh
r is equal to the fraction with numerator cap A minus 2 pi and denominator h
r=A+h2π
r is equal to the fraction with numerator cap A plus h and denominator 2 pi
r=A−h2π
r is equal to the fraction with numerator cap A minus h and denominator 2 pi
To solve for r in the formula A=2πr+h, you can follow these steps:
Step 1: Move the h term to the other side of the equation:
A - h = 2πr
Step 2: Divide both sides of the equation by 2π:
(A - h) / (2π) = r
Therefore, r is equal to (A - h) divided by (2π).
To solve for r in the formula A=2πr+h, we need to isolate r on one side of the equation.
1. Start by subtracting h from both sides of the equation:
A - h = 2πr
2. Divide both sides by 2π to solve for r:
(A - h) / (2π) = r
So, the formula for r in terms of A and h is r = (A - h) / (2π).