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2 years ago

Marigold Company sells one product. Presented below is information for January for Marigold Company.

Business

1 answer:

oksian1 [2.3K]2 years ago

6 0

Answer:

Jan 4

Dr Accounts Receivable 632

Cr Sales Revenue 632

Jan 11

Dr Purchases 870

Cr Accounts payable 870

Jan 13

Dr Accounts Receivable 1,035

Cr Sales Revenue 1,035

Jan 20

Dr Purchases 972

Cr Accounts payable 972

Jan 27

Dr Accounts receivable 1,070

Cr Sales Revenue 1,070

Jan. 31

Dr Inventory $660

Dr Cost of Goods Sold $1,702

Cr Purchases $1,842

Cr Inventory $520

Explanation:

Preparation of all the necessary journal entries, including the end-of-month closing entry to record cost of goods sold.

Jan 4

Dr Accounts Receivable 632

Cr Sales Revenue(79*8) 632

(to record Cost of Goods Sold)

Jan 11

Dr Purchases (145*6) 870

Cr Accounts payable 870

( to record the purchase)

Jan 13

Dr Accounts Receivable 1,035

Cr Sales Revenue(115*9) 1,035

(to record the cost of Goods Sold)

Jan 20

Dr Purchases(162*6) 972

Cr Accounts payable 972

( to record the purchase)

Jan 27

Dr Accounts receivable 1,070

Cr Sales Revenue(107*10) 1,070

( to record the cost of Goods Sold)

Preparation of the journal entry assuming the physical count indicates that the ending inventory for January is 110 units

Jan. 31

Dr Inventory $660

($6* 110)

Dr Cost of Goods Sold $1,702

($520+$1,842-$660)

Cr Purchases $1,842

($870 + $972)

Cr Inventory $520

(104* $5)

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a) The determination of the optimal size of the order assuming an EOQ model for the local coffee shop is <u>265 pounds</u>.

b) The total cost in the new coffee shop where the demand for coffee increased to 4,000 pounds at an order size of 265 pounds per order (assuming a unit cost of $3 per pound) is <u>$253,500</u>.

<h3>What is the EOQ Model?</h3>

The economic order quantity (EOQ) model calculates the ideal order quantity a company should purchase to minimize inventory costs such as holding costs, shortage costs, and order costs.

It is determined using the following model:

EOQ = square root of: 2 (ordering costs)(demand rate) / holding costs.

Thus, the EOQ model can be worked out as follows:

Determine the demand units.
Determine the ordering cost.
Determine the holding cost.
Multiply the demand by 2.
Then multiply the result by the order cost.
Divide the result by the holding cost.

<h3>Data and Calculations:</h3>

a) The annual demand for coffee = 3,500 pounds

Holding cost per pound = $10

Ordering cost = $100

EOQ = square root of: 2 ($100 x 3,500) / $10

= 265 pounds

The annual demand for coffee = 4,000 pounds

Holding cost per pound = $60

Ordering cost = $100

EOQ (Order size) = 265 pounds

Assumed unit cost per pound = $3

The total cost in the new coffee shop = $

Annual holding cost = $240,000 ($60 x 4,000)

Annual ordering cost = $1,500 ($100 x 4,000/265)

Annual purchase cost = $12,000 (4,000 x $3)

Total costs = $253,500

Learn more about the economic order quantity at brainly.com/question/14625177

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