Answer: Given the formula:
V = 6pirt + 4pir^2
To solve for t, we'll isolate t by rearranging the equation.
First, subtract 4pir^2 from both sides:
V - 4pir^2 = 6pirt
Next, divide both sides by 6pi:
(V - 4pir^2)/6pi = t
So, t = (V - 4pir^2)/6pi.
This gives us the value of t in terms of V and the radius of the cylinder, r.
Explanation: