optimization. 1. A rectangular field is to be fenced off along the bank river where no fence is required along the bank. If the material for the fence costs 60 pesos per running foot for the two ends and 90 pesos per running foot for the side parallel to the river, find the dimensions of the field of largest possible area that can be enclosed with 27,000 pesos worth of fence. 2. Find a pair of non-negative number that have a product of 162 and minimize the sum of two times
optimization. 1. A rectangular field is to be fenced off along the bank river where no fence is required along the bank. If the material for the fence costs 60 pesos per running foot for the two ends and 90 pesos per running foot for the side parallel to the river, find the dimensions of the field of largest possible area that can be enclosed with 27,000 pesos worth of fence. 2. Find a pair of non-negative number that have a product of 162 and minimize the sum of two times
Chapter5: Polynomial And Rational Functions
Section: Chapter Questions
Problem 6PT: Solve the following application problem. A rectangular field is to be enclosed by fencing. In...
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Solve the two sub-parts involving optimization.
1. A rectangular field is to be fenced off along the bank river where no fence is required along the bank. If the material for the fence costs 60 pesos per running foot for the two ends and 90 pesos per running foot for the side parallel to the river, find the dimensions of the field of largest possible area that can be enclosed with 27,000 pesos worth of fence.
2. Find a pair of non-negative number that have a product of 162 and minimize the sum of two times the first number and second number with closed bounded interval of [1,10]
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