Question

In triangle ABC = 90 AB = 6 BC = 8 find lenth of its hypotoneus ?​

Answer 1

Answer:

AB²+BC²=AC²

Step-by-step explanation:

✓(6²+8²)

=✓(36+64)

=✓100

=10

Answer 2

☞Question.

In triangle ABC = 90 AB = 6 BC = 8 find lenth of its hypotoneus ?

☞Solution.

AB = $\sf\red{6m}$

BC = $\sf\red{8m}$

$\sf\red{according\:to\: Pythagoras\:therom}$

$\sf\green{(AB)^2+(BC)^2 = (AC )^2}$

So,

↝ $\sf\green{( 6 )^2 + ( 8 )^2= (AC )^2 }$

↝ $\sf\green{ 36 + 64 = (AC )^2}$

↝ $\sf\green{ 10×10 =(AC )^2}$

↝ $\sf\green{ 10 = AC}$

$\sf\red{hypotoneus\: is \: 10m}$