the perimeter of an isosceles triangle is 32 by 5 cm if the length of the equal side of the triangle is 5 by 2 metre each then find the length of the third side with diagram
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the perimeter of an isosceles triangle is 32 by 5 cm if the length of the equal side of the triangle is 5 by 2 cm each then find the length of the third side with diagram ?
Solution
Given :-
- Perimeter of isosceles triangle = 32/5 cm
- Equal side of triangle is 5/2 cm
Find :-
- Third Side .
Explanation
we know,
In Isosceles ∆ ABC Have, two equal side & one different triangle .
So, Let Equal Side be
- AB = AC = 5/2 cm
And , Third Side be x cm
So,
==> Perimeter of isosceles triangle = Sum of all side
==>Perimeter of isosceles triangle = AB + BC + CA
==> Perimeter of isosceles triangle = 5/2 + 5/2 + X
==> 32/5 = (10/2) + X
==> X = 32/5 - 10/2
==> X = (32*2 - 10*5)/10
==> X = (64 - 50)/10
==> X = 14/10
Or,
==> X = 7/5 cm
Hence
- Third Side Of Triangle be (X) = 7/5 cm
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