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aleksandr82 [10.1K]
3 years ago
6

On May 3, 2020, Sweet Company consigned 70 freezers, costing $450 each, to Remmers Company. The cost of shipping the freezers am

ounted to $890 and was paid by Sweet Company. On December 30, 2020, a report was received from the consignee, indicating that 35 freezers had been sold for $740 each. Remittance was made by the consignee for the amount due after deducting a commission of 6%, advertising of $200, and total installation costs of $330 on the freezers sold.
Required:
a. Compute the inventory value of the units unsold in the hands of the consignee.
b. Compute the profit for the consignor for the units sold.
c. Compute the amount of cash that will be remitted by the consignee.
Business
1 answer:
Minchanka [31]3 years ago
4 0

Answer:

A. $16,195

B. $7,621

C. $23,816

Explanation:

a. Computation for the inventory value of the units unsold in the hands of the consignee.

Inventory value of the units unsold

First step is to calculate the Total inventory value

Inventory cost $31,500

(70 * $450)

Add Freight $890

Total inventory value $32,390

($31,500+$890)

Now let calculate the Inventory value of the units unsold

Inventory value of units unsold =($32,390 / 2)

Inventory value of units unsold =$16,195

Therefore the inventory value of the units unsold in the hands of the consignee is $16,195

b. Computation for the profit for the consignor for the units sold

Sales $25,900

(35 * $740)

Less Cost of unit sold ($16,195)

($32,390 / 2)

Less Commission ($1,554)

($25,900 * 6%)

Less Advertising ($200)

Less Installation cost ($330)

Profit for the consignor $7,621

Therefore the profit for the consignor for the units sold will be $7,621

c. Computation for the amount of cash that will be remitted by the consignee.

Sales $25,900

Less Commission ($1,554)

($25,900 * 6%)

Less Advertising ($200)

Less Installation cost ($330)

Cash remitted $23,816

Therefore the amount of cash that will be remitted by the consignee is $23,816

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Answer:

= $367.34

Explanation:

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Step 1

<em>Total cost of inventory under EOQ </em>

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EOQ = 2√(2× 15 × 1000× 52)/(15%× 35)

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Total cost =1430.90 + 1430.90= $2,861.81

Step 2

<em>Total cost of inventory using order size of 900 boxes</em>

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Answer:

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