This Question has multiple parts I will attach an image Milford Lumber Company ships construction materials from three wood processing plants to three retail stores The shipping cost, monthly production capacities, and monthly demand for framing lumber are given below Plant Store A Store B Store C Capacity 1 $4 50 $3 10 $2 00 280 2 $5 10 $2 60 $3 80 460 3 $4 10 $2 90 $4 00 300 Demand 250 600 150 Formulate a linear optimization model for this problem, implement your model on a spredsheet, and use Excel Solver to find a solution that minimizes total distribution costs If the constant is equal to one, enter 1 Let X 11 number of components produced in Plant 1 and supplied to Store A X 12 number of components produced in Plant 1 and supplied to Store B X 13 number of components produced in Plant 1 and supplied to Store C X 21 number of components produced in Plant 2 and supplied to Store A X 22 number of components produced in Plant 2 and supplied to Store B X 23 number of components produced in Plant 2 and supplied to Store C X 31 number of components produced in Plant 3 and supplied to Store A X 32 number of components produced in Plant 3 and supplied to Store B X 33 number of components produced in Plant 3 and supplied to Store C Min X 11 X 12 X 13 X 21 X 22 X 23 X 31 X 32 X 33 Subject to the constraints X 11 X 12 X 13 Select Item 13 X 21 X 22 X 23 Select Item 18 X 31 X 32 X 33 Select Item 23 X 11 X 21 X 31 Select Item 28 X 12 X 22 X 32 Select Item 33 X 13 X 23 X 33 Select Item 38 X 11 , X 12 , X 13 , X 21 , X 22 , X 23 , X 31 , X 32 , X 33 0 What is the value of total distribution costs at the optimal solution Use the Excel solver to find the optimal solution Round your answer to the nearest dollar $

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Question: This Question has multiple parts I will attach an image Milford Lumber Company ships construction materials from three wood-processing plants to three retail stores. The

This Question has multiple parts I will attach an image Milford Lumber Company ships construction materials from three wood-processing plants to three retail stores. The shipping cost, monthly production capacities, and monthly demand for framing lumber are given below.

Plant	Store A	Store B	Store C	Capacity
1	$4.50		$3.10		$2.00	280
2	$5.10		$2.60		$3.80	460
3	$4.10		$2.90		$4.00	300
Demand	250		600		150

Formulate a linear optimization model for this problem, implement your model on a spredsheet, and use Excel Solver to find a solution that minimizes total distribution costs. If the constant is equal to one, enter "1".

Let:
	X₁₁ = number of components produced in Plant 1 and supplied to Store A
	X₁₂ = number of components produced in Plant 1 and supplied to Store B
	X₁₃ = number of components produced in Plant 1 and supplied to Store C
	X₂₁ = number of components produced in Plant 2 and supplied to Store A
	X₂₂ = number of components produced in Plant 2 and supplied to Store B
	X₂₃ = number of components produced in Plant 2 and supplied to Store C
	X₃₁ = number of components produced in Plant 3 and supplied to Store A
	X₃₂ = number of components produced in Plant 3 and supplied to Store B
	X₃₃ = number of components produced in Plant 3 and supplied to Store C

Min

X₁₁

X₁₂

X₁₃

X₂₁

X₂₂

X₂₃

X₃₁

X₃₂

X₃₃

Subject to the constraints

X₁₁

X₁₂

X₁₃

-Select-=Item 13

X₂₁

X₂₂

X₂₃

-Select-=Item 18

X₃₁

X₃₂

X₃₃

-Select-=Item 23

X₁₁

X₂₁

X₃₁

-Select-=Item 28

X₁₂

X₂₂

X₃₂

-Select-=Item 33

X₁₃

X₂₃

X₃₃

-Select-=Item 38

X₁₁, X₁₂, X₁₃, X₂₁, X₂₂, X₂₃, X₃₁, X₃₂, X₃₃ 0

What is the value of total distribution costs at the optimal solution? Use the Excel solver to find the optimal solution. Round your answer to the nearest dollar.

Question: This Question has multiple parts I will attach an image Milford Lumber Company ships construction materials from three wood-processing plants to three retail stores. The

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