How do you solve $x^{2} = 5$ $x^2=5$ ?

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Answer 1 · 2018-05-14T18:47:01

$x$ $x$ = $\sqrt{5}$ $sqrt(5)$ , also expressed as 2.2360679775

$x^{2} = 5$ $x^2 = 5$

In order to solve this, you just need to find the square root of five.

$x$ $x$ = $\sqrt{5}$ $sqrt(5)$

$\sqrt{5}$ $sqrt(5)$ = 2.2360679775

Answer 2 · 2018-05-14T18:47:02

IF
$x^{2} = 5$ $x^2=5$
Then
$\sqrt{x^{2}} = \sqrt{5}$ $sqrt(x^2)=sqrt5$
$x = \sqrt{5}$ $x=sqrt5$
$x \approx 2.2$ $x~~2.2$

How do you solve x^2=5x2=5x^2=5?