Questions: Solve the formula for the specified variable. I=5 P r t for P P=t/(5 Pr) P=(5 r t)/7 P=t/(n t) P=t/(5 r t) O^P=(5 I)/(r t)

Transcript text: Solve the formula for the specified variable. $I=5 P r t$ for $P$ $P=\frac{t}{5 P_{r}}$ $P=\frac{5 r t}{7}$ $P=\frac{t}{n t}$ $P=\frac{t}{5 r t}$ $O^{P}=\frac{5 I}{r t}$

Solution

Solution Steps

To solve the formula $ I = 5Prt $ for $ P $, we need to isolate $ P $ on one side of the equation. This involves dividing both sides of the equation by the terms that are multiplied with $ P $, which are $ 5 $, $ r $, and $ t $.

Step 1: Identify the Given Equation

We start with the equation $ I = 5Prt $.

Step 2: Isolate the Variable $ P $

To solve for $ P $, we need to isolate it on one side of the equation. We do this by dividing both sides of the equation by the product of the other terms, which are $ 5 $, $ r $, and $ t $.

Step 3: Simplify the Expression

After dividing both sides by $ 5rt $, we get: \[ P = \frac{I}{5rt} \]