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https://math.answers.com/other-math/Can_a_right_angled_triangle_be_equilateral

Can a right angled triangle be equilateral? - Answers

No it can never be. Because the hypotenuse has to be the longest side and also square of hypotenuse should equal to sum of squares of other two sides. so if anyone finds a way to prove that 1=2 , the right angled triangle can be equilateral. Lets just wait and watch.



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Can a right angled triangle be equilateral? - Answers

https://math.answers.com/other-math/Can_a_right_angled_triangle_be_equilateral

No it can never be. Because the hypotenuse has to be the longest side and also square of hypotenuse should equal to sum of squares of other two sides. so if anyone finds a way to prove that 1=2 , the right angled triangle can be equilateral. Lets just wait and watch.



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https://math.answers.com/other-math/Can_a_right_angled_triangle_be_equilateral

Can a right angled triangle be equilateral? - Answers

No it can never be. Because the hypotenuse has to be the longest side and also square of hypotenuse should equal to sum of squares of other two sides. so if anyone finds a way to prove that 1=2 , the right angled triangle can be equilateral. Lets just wait and watch.

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      No it can never be. Because the hypotenuse has to be the longest side and also square of hypotenuse should equal to sum of squares of other two sides. so if anyone finds a way to prove that 1=2 , the right angled triangle can be equilateral. Lets just wait and watch.

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