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.