Question

In the given right triangle, find the missing length.

Answer 1

$\mathbb{SOLUTION}$

The missing length (c) is known a the hypotenuse. (The triangle given is a right angled triangle)

Using pythogoras theorem we get,

c² = 24²+10²

c² = 576 +100

c² = 676

c = √676

c = 26 m

Hence the missing length is

$\boxed{26m}$

Answer 2

Holla user ✔️✔️

Here is ur answer ⬇️⬇️⬇️⬇️

we know that

AB=24cm

BC=10m

and

let,

AC=c m

acc to que

by pt

(AC) ^2= (AB)^2+ ( BC) ^2

(c) ^2=(24)^2+ (10)^2

c^2= 576+100

c^2= 676

c=√676

c=26m

Hope u like my answer