The perimeter of an isosceles triangle is 60 cm. At what value of the height drawn to the base, the area of the triangle is greatest?

We use the formulas for the perimeter and area of a triangle: P = 2x + y = 60 y = 60 – 2x h = √ (x ^ 2 – (30 – x) ^ 2) S = 1/2 * (60 – x) * √ (x ^ 2 – (30 – x) ^ 2) = (30 – x) * √ (x ^ 2 – (30 – x) ^ 2) For 0



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