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To find the possible length of the shortest side of a triangle with sides measuring 22 units and 29 units, we can use the triangle inequality theorem. The sum of any two sides must be greater than the third side. Therefore, the shortest side (let's call it ( x )) must satisfy the following inequalities: ( x + 22 > 29 ) and ( x + 29 > 22 ). This gives us ( x > 7 ) and ( x < 51 ). Thus, the possible length of the shortest side is between 7 and 51 units, exclusive.

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3mo ago

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