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marishachu [46]
3 years ago
12

Eternal City operates several theme parks throughout the western United States and uses 30,000 gallons of machine oil on an annu

al basis. The parks operate 50 weeks per year and are considering 2 suppliers of oil, Sharps LTD and Winkler LLC. Sharps Price per unit is $4.00 and Winkler is $3.80. Sharps annual holding cost is $0.80 per unit and Winkler is $0.76. Sharps lead time is 4 weeks, Winkler is 6 weeks. Sharps admin costs are $4,000 and Winkler is $5,000 Annual Freight Costs Supplier 5,000 10,000 15,000 Sharps $5,000 $2,600 $2,000 Winkler $5,500 $3,200 $2,900 What are total annual costs given a shipment quantity of 5,000 gallons from Sharps? a. $139,230 b. $261,220 c. $456,000 d. $132,920 e. $139,220
Business
1 answer:
lyudmila [28]3 years ago
6 0

Answer:

$132,920

Explanation:

Annual demand D = 30,000

Order quantity Q = 5,000

Annual holding cost per unit H = $0.80

Annual holding cost = (Q/2)*H

Annual holding cost = (5,000/2)*$0.80

Annual holding cost = 2,500 * $0.80

Annual holding cost = $2,000

Annual shipping cost = $5,000

Unit cost = $4.00

Annual admin cost = $4,000

Lead time cost = (Lead Time*H*D)/Weeks per year

Lead time cost = 4*$0.80*30,000/ 50

Lead time cost = $1,920

Cost of product = Unit cost * D

Cost of product = $4 * 30,000

Cost of product = $120,000

Total cost = Total order cost + Holding cost + Admins cost + Cost of product + LT cost

Total cost = $5,000 + $2,000 + $4,000 + $120,000 + $1,920

Total cost = $132,920

Thus, the total annual costs given a shipment quantity of 5,000 gallons from Sharps is $132,920

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Answer:

Explanation:

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The computation of the total direct labor cost variance is shown below:

= Direct labor rate variance + direct labor efficiency variance

=  $2,300 unfavorable  +  $10,850 favorable

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For November month:

The computation of the direct labor price variance is shown below:  

= Actual Hours × (Actual rate - standard rate)  

= 22,500 × ($355,500 ÷ 22,500 hours - $15.50 per hour)  

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= Standard Rate × (Actual hours - Standard hours)  

= $15.50 per hour × (22,500 hours - 6,500 units × 2 hours)  

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3 0
3 years ago
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Answer:

True

Explanation:

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3 years ago
Linda loves buying shoes and going out to dance. Her utility function for pairs of​ shoes, S, and the number of times she goes d
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Answer:

See Explanation

Explanation:

Given

U(S,T) = 2ST

M_U_S =2T

M_U_T=2S

The following details are omitted from the question

P_S= \$50 --- Price of the Shoes

P_T = \$50 --- Spent on dancing

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Solving (a): Her budget line

First, we determine her budget equation (B).

This is calculated by:

B = P_S * S + P_T *T

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<em>See attachment for the budget line equation</em>

Solving (a): Optimal Consumption Bundle Point

First, we determine the marginal rate of substitution (MRS) using:

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MRS = \frac{2S}{2T} =1

This implies that:

\frac{2S}{2T} = 1

Cross Multiply

2S = 2T * 1

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Divide by 2

S = T

Substitute T for S in the budget equation

T + T= 10

2T = 10

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Recall that:

S = T

S = 5

So, the point if optimal consumption bundle is (5,5)

<em>See attachment for point R</em>

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Answer:

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