The hypotenuse of a right angle triangle exceeds one side by 1 cm and the other sides by 18 cm find the length of the side of the triangle.
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Let one hypotenuse of the triangle be x cm.
From the given information,
Length of one side = (x − 1) cm
Length of other side = (x − 18) cm
x = 13, 25,
When x = 13, x − 18 = 13 − 18 = − 5, which being negative, is not possible.
So, x = 25 Thus, the lengths of the sides of the triangle are x = 25 cm, (x−1) = 24 cm and (x−18) =7cm.
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