Find the ratio of area of equilateral triangle made on hypotenuse and one side of isosceles right triangle
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let us take the 2 equal sides of an isosceles right triangle as x and it's hypotenuse as √2x
area of triangle in the hypotenuse is (√6a^2) ÷2
area of triangle formed on its side is (√3a^2) ÷ 2
the ratio of their area is √2 : 1
area of triangle in the hypotenuse is (√6a^2) ÷2
area of triangle formed on its side is (√3a^2) ÷ 2
the ratio of their area is √2 : 1
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