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The isosceles triangle and the square shown here have the same area in square units. What is the height of the triangle, $h$, in terms of the side length of the square, $s$?

The isosceles triangle and the square shown here have the same area in square units-example-1
User Tobal
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1 Answer

4 votes

Answer:

h = 2s

Explanation:

Area of square is equal to the area of triangle in this question.

the area of the square is s²

the area of the triangle is
(1)/(2) *h*s

s²=
(1)/(2) *h*s

s =
(1)/(2) *h

2s = h

hope that helps

User Dilermando Lima
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