# How to Find the Solutions to the Equation?

## What is the equation given in the data?

The equation is given as:

(x - 25)^2 = 36

## How do you evaluate the equation?

Take the square roots of both sides of the equation, then add 25 to both sides. Finally, evaluate both expressions to find the solutions.

## Equation Solution:

The solutions to the equation are 19 and 31

## Which option is correct?

Answer: C or the third one.

The equation (x - 25)^2 = 36 can be evaluated to find the solutions. Firstly, take the square roots of both sides of the equation:

x - 25 = ±6

Next, add 25 to both sides of the equation to get:

x = 25 ± 6

Splitting the equation gives:

x = 25 - 6, 25 + 6

After evaluating both expressions, we get x = 19, 31 as the solutions to the equation.

Therefore, the correct choice is C or the third one. This method helps in finding solutions to similar equations effectively.