Solve the equations. \sqrt{x^(2) } =14 \sqrt{x^(2) } =17 \sqrt{y^(2) } =5

Timop asked Oct 15, 2022

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41 votes

Solve the equations.

$\sqrt{x^(2) } =14$

$\sqrt{x^(2) } =17$

$\sqrt{y^(2) } =5$

Timop asked Oct 15, 2022

by Timop

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12 votes

Answer:

$x=\pm14\\x=\pm17\\y=\pm5$

Explanation:

Generally, equations in the form
√(x^2)=c where
is some constant, would have
$x=\pm c$ as its solution.

This is because the square of a number is always positive regardless of the sign of
.

Crocobag answered Oct 19, 2022

3.2k points

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