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Application problem: An engineering team wants to build a topless rectangle-shaped box, capable to hold a volume of 15 ft^3. Determine trough a 2 variable

Application problem: An engineering team wants to build a topless rectangle-shaped box, capable to hold a volume of 15 ft^3. Determine trough a 2 variable function the dimensions are minimum. (use maximums and minimums of 2 variable functions)

V = 15ft

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