2 Answers

Ryan Schumacher · Answer 1 · 2018-08-21T03:35:06+0000

(x-7)² = 36

The square root of both is √(x-7)² =√6²

x-7 = + or - 6

x-7 = 6 , then x = 13

x-7 = -6, then x = 1

So the values of x are 13 or 1

Mvl · Answer 2 · 2018-08-24T01:46:35+0000

Answer:

$x=1\text{ or }x=13$

Explanation:

We have been given an equation
(x-7)^2=36 . We are asked to solve the given equation for x.

To solve our given equation, we will take square root of both sides of equation.

$x-7=\pm√(36)$

$x-7=\pm√(6^2)$

$x-7=\pm 6$

$x-7=-6\text{ or }x-7=6$

$x-7+7=-6+7\text{ or }x-7+7=6+7$

$x=1\text{ or }x=13$

Therefore, the solution for our given equation are
$x=1\text{ or }x=13$ .

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