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Build triangular pen for siberian hamsters

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Farmer Jim is crazy. He wants to build a triangular pen for his Siberian hamsters. The pen is built against a sheer cliff to save material costs (specifically, the "hypotenuse" of the triangle IS the sheer cliff). If fencing costs $3 per foot, the pen needs to be a right triangle, and the height of the fence must be twice the length of the base, what is the lowest cost possible if the fence must contain 250 square feet of area?

1. What is the objective function for this problem?
2. What is the constraint for this problem?
3. Using parts a and b, find the minimum cost of the triangular pen.

Reference no: EM133484098

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