In a right-angled triangle, the legs and hepitenosis are 9 and 41, respectively. Find another leg of this triangle.

The sought unidentified second leg of a right-angled triangle is defined by the conditional variable “Y”.

Based on the conditions of such an example, we will have the following equation: 9 x 9 + Y x Y = 41 x 41.

The result of the calculation will look like this 81 + Y ^ 2 = 1681 or Y ^ 2 = 1681 – 81 = 1600 or Y = √1600 = 40.

Answer: the second leg of a right-angled triangle is 40.



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