In May direct labor was 60% of conversion cost. If the manufacturing overhead for the month was $54,000 and the direct materials

Response:

A.

Dec. 28, 20Y3

Dr Accounts Receivable - Beasley Co. 18,500

Cr Sales Revenue 18,500

Dec. 28, 20Y3

Dr Cost of Goods Sold 11,200

Cr Inventory 11,200

B.

Jan. 3, 20Y4

Dr Sales Returns and Allowances 4,000

Cr Accounts Receivable - Beasley Co. 4,000

Jan. 3, 20Y4

Dr Inventory 2,350

Cr Cost of Goods Sold 2,350

C. Jan. 7, 20Y4

Dr Cash 14,210

Dr Sales Discount 290

Cr Accounts Receivable - Beasley Co. 14,500

Explanation:

A. Recording the entry for the sale on December 28, 20Y3, using a perpetual inventory system’s net method.

Dec. 28, 20Y3

Dr Accounts Receivable - Beasley Co. 18,500

Cr Sales Revenue 18,500

Dec. 28, 20Y3

Dr Cost of Goods Sold 11,200

Cr Inventory 11,200

B. Journals to record the returns of merchandise

Jan. 3, 20Y4

Dr Sales Returns and Allowances 4,000

Cr Accounts Receivable - Beasley Co. 4,000

Jan. 3, 20Y4

Dr Inventory 2,350

Cr Cost of Goods Sold 2,350

C. Journal entry to document the receipt of amount owed

Jan. 7, 20Y4

Dr Cash 14,210

[(18,500-4,000)-(18,500-4,000)*2% ]

Dr Sales Discount 290

[(18,500-4,000)*2% ]

Cr Accounts Receivable - Beasley Co. 14,500

(18,500-4,000)

Response:

$20,000

Clarification:

At the issuance of the bond, the bond discount is calculated as follows:

= Value of Bonds issued -  [(Value of Bonds issued ÷ 100) × Issue price]

= 705,000 - [($705,000 ÷ 100) × 98]

= $705,000 - $690,900

= $14,100

Bond Payable equals $705,000

The unamortized bond discount is calculated as:

= Bond discount at issuance - Amortized amount

= $14,100 - $8,200

= $5,900

Redemption Value of Bond is determined by:

= Retired price of bonds × 7,050

= 102 × 7,050

= $719,100

Loss on retirement of the Bond is calculated as:

= Redemption Value of Bond - (Value of Bonds issued -  Unamortized bond discount)

= 719,100 - (705,000 - 5,900)

= 719,100 - 699,100

= $20,000

Explanation:

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Answer:

$109.80 per unit

Explanation:

To solve the problem, we'll follow this approach

First

Variable cost per unit = $728,190 ÷ 8,700 units

Variable cost per unit = $83.70 each

Next

Fixed cost per unit at 8,900 units = $232,290 ÷ 8,900 units

Fixed cost per unit = $26.10 each

Finally

Total cost = Variable cost + Fixed cost

So we have

Total cost = $83.70 per unit + $26.10 per unit

Total cost = $109.80 per unit