hypotenuse of an isosceles triangle equal 50 cm square find its two equal sides
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Answered by
6
Hii There!!
Let isosceles right angled triangle be ∆ABC with angle ABC = 90°
=) AB = BC = x
(AC)2 = 50
Since (AC)2 = (AB)2+ (BC)2 = 2(x)2
50= 2(x)2
x = 5
So, length of equal sides = 5cm.
Hope it helps
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Let isosceles right angled triangle be ∆ABC with angle ABC = 90°
=) AB = BC = x
(AC)2 = 50
Since (AC)2 = (AB)2+ (BC)2 = 2(x)2
50= 2(x)2
x = 5
So, length of equal sides = 5cm.
Hope it helps
Mark as brainliest
Answered by
1
AC SQUARE = AB SQUARE + BC SQUARE
As AB and BC are equal
50^2 = (x+x)^2
50 = x+x ( root and square cancelled)
2x=50
x=25
The sides are 50, 25, 25
As AB and BC are equal
50^2 = (x+x)^2
50 = x+x ( root and square cancelled)
2x=50
x=25
The sides are 50, 25, 25
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