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The Material for the Base of an Open Box Costs

Question 93

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The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height: subject to The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height: .) ​


A) Bottom dimensions: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
; height: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
B) Bottom dimensions: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
; height: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
C) Bottom dimensions: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
; height: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
D) Bottom dimensions: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
; height: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
E) Bottom dimensions: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:
; height: The material for the base of an open box costs 1.5 times as much per unit area as the material for constructing the sides. Use Lagrange multipliers to find the dimensions of the box of largest volume that can be made for a fixed cost of 200.00. Round your answers to two decimal places. (Maximize subject to .) ​ A) Bottom dimensions: ; height: B) Bottom dimensions: ; height: C) Bottom dimensions: ; height: D) Bottom dimensions: ; height: E) Bottom dimensions: ; height:

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