Question

please answer this question with briefly​

Answer 1

$\large \qquad \bf \underline{ \text{\blue{Given : }}}$

• AB = 8 cm
• BC = 15 cm

$\large \qquad \bf \underline{ \text{ \blue{ To Find : }}}$

• AC = x, Then Find The Value Of x.

$\sf \large \qquad \bf \underline{ \text{ \blue{ Using Formula : }}}$

• Pythagoras Theorem,
• AC² = AB² + BC²

$\large \qquad \bf\underline{ \text{ \blue{ Explanation : }}}$

• AC² = AB² + BC²
• (x)² = (8)² + (15)²
• x² = 64 + 225
• x² = 289
• x = $\sqrt{289}$
• x = 17 cm

Hence, The Length Of The Hypotenuse Side Is 17 cm .

I hope it helps you...

Answer 2

Given :

AB = 8 cm

BC = 15 cm

\begin{gathered} \large \qquad \bf \underline{ \text{ \blue{ To Find : }}} \\ \end{gathered}

To Find :

AC = x, Then Find The Value Of x.

\begin{gathered} \sf \large \qquad \bf \underline{ \text{ \blue{ Using Formula : }}} \\ \end{gathered}

Using Formula :

Pythagoras Theorem,

AC² = AB² + BC²

\begin{gathered} \large \qquad \bf\underline{ \text{ \blue{ Explanation : }}}\\ \end{gathered}

Explanation :

AC² = AB² + BC²

(x)² = (8)² + (15)²

x² = 64 + 225

x² = 289

x = \sqrt{289}

289

x = 17 cm

Hence, The Length Of The Hypotenuse Side Is 17 cm .

I hope it helps you...