Solve the following formula for $t$.
\[
C=W+W r t
\]
$t=\square$ (Simplify your answer.)
Final Answer: \(t=\boxed{\frac{C - W}{Wr}}\)
Step 1 :Given the equation \(C=W+Wrt\)
Step 2 :Subtract \(W\) from both sides to get \(C - W = Wrt\)
Step 3 :Divide both sides by \(Wr\) to isolate \(t\)
Step 4 :So, \(t=\frac{C - W}{Wr}\)
Step 5 :Final Answer: \(t=\boxed{\frac{C - W}{Wr}}\)