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Keith_Richards [23]
2 years ago
6

The owner of Genuine Subs, Inc., hopes to expand the present operation by adding one new outlet. She has studied three locations

. Each would have the same labor and materials costs (food, serving containers, napkins, etc.) of $1.76 per sandwich. Sandwiches sell for $2.65 each in all locations. Rent and equipment costs would be $5,000 per month for location A, $5,500 per month for location B, and $5,800 per month for location C.
Determine the volume necessary at each location to realize a monthly profit of $11,000.
Business
1 answer:
stepan [7]2 years ago
3 0

Answer:

Sales quantity for A = $17,977

Sales quantity for B = $18,539

Sales quantity for C = $18,876

Explanation:

Given that

Monthly profit = $11,000

Fixed cost A = $5,000

Fixed cost B = $5,500

Fixed cost c = $5,800

The computation of given question is below:-

Every Sandwich Profit

= $2.65 - $1.76

= $0.89

Sales quantity = (Profit + Fixed cost) ÷ Profit per unit

Sales quantity for A = ($11,000 + $5,000) ÷ $0.89

= $17,977

Sales quantity for B = ($11,000 + $5,500) ÷ $0.89

= $18,539

Sales quantity for C = ($11,000 + $5,800) ÷ $0.89

= $18,876

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Now consider the case in which the manufacturer offers a marginal unit quantity discount for the plywood. The first 20,000 squar
Sindrei [870]

Answer:

Explanation:

We can use the following method to solve the given problem

We are given following

Annual demand,

D = 20000*12

D = 240,000 sqft

Fixed order cost, is given as

S = $ 400

Considering the unit cost, is given as

C = $ 1

Holding cost, H = 1*20% = $ 0.2

EOQ = sqrt(2DS/H)

= √(2*240000*400/0.2)

= 30,984 sq ft

This is higher than 20,000 and less than 40,000 sq ft. For this reason, the applicable price for this quantity is $ 0.98

For C = $ 0.98, holding cost, H = 0.98*20% = $ 0.196

Revised EOQ = sqrt(2*240000*400/0.196) = 31,298 sq ft

Total annual cost of EOQ policy = D*C + H*Q/2 + S*D/Q

= 240000*0.98 + 0.196*31298/2 + 400*240000/31298

= $ 241,334.5

Now consider the next level of price, C = $ 0.96

Holding cost, H = 0.96*20% = $ 0.192

EOQ = sqrt(2*240000*400/0.192)

= 31633 sqft

This amount is will not be feasible for this price, because it requires a minimum order of 40000 sqft.

Therefore, Q = 40,000

Total annual cost = 240000*0.96 + 0.192*40000/2 + 400*240000/40000

Total annual cost = $ 236,640

Total annual cost is lowest for order quantity of 40,000 sq ft.

1) Optimal lot size = 40,000 sq ft.

2) the annual cost of this policy

= $ 236,640

3) the cycle inventory of plywood at Prefab = Q/2 = 40000/2

At prefeb= 20,000 sq ft

4) let's assume the manufacturer sells all plywood at $ 0.96, then

Holding cost, H = 0.96*20%

H= $ 0.192

EOQ = sqrt(2*240000*400/0.192)

EOQ = 31633 sqft

Total annual cost = 240000*0.96 + 0.192*31633/2 + 400*240000/31633

Total annual cost = $ 236,471.6

Difference in total annual cost = 236640 - 236471.6 = $ 168.4

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