# Solomon Givens-Ward & 1 121 prk: Homework (Section 2.5) 6 of 9 7 complete) HW Score: 66 EQU in…

Solomon Givens-Ward & 1 121 prk: Homework (Section 2.5) 6 of 9 7 complete) HW Score: 66 EQU in of of View an Example Question Help A rectangular garden of area 532 square feet is to be surrounded on three sides by a brick wall costing \$14 per foot and on one side by a fence costing \$5 per foot. Find the dimensions of the garden such that the cost of the materials is minimized The area of the garden is 532 square foot. W The objective equation is the formula for the total cost of the materials. The cost of materials, C, in terms of L and Wis C = 14(W+2L) + 5W dollars. The constraint

Solomon Givens-Ward & 1 121 prk: Homework (Section 2.5) 6 of 9 7 complete) HW Score: 66 EQU in of of View an Example Question Help A rectangular garden of area 532 square feet is to be surrounded on three sides by a brick wall costing \$14 per foot and on one side by a fence costing \$5 per foot. Find the dimensions of the garden such that the cost of the materials is minimized The area of the garden is 532 square foot. W The objective equation is the formula for the total cost of the materials. The cost of materials, C, in terms of L and Wis C = 14(W+2L) + 5W dollars. The constraint equation expresses a relation between the two variables L and W. The constraint on L and W is that the area of the garden must be 532 square feet. The constraint equation for this optimization problem is L.W=532 Eliminate L from the following objective equation using the above constraint equation C = 14( W 2L)5W CW) = 19 w. w Press Continue to see more parts remaining Continue Close

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