Answer:
$544
Explanation:
LIFO means last in first out. It means it's the last purchased inventory that is the first to be sold.
The cost of the 250 units sold would be first deducted from the inventory purchased on the 25th
= 100 × 2.34 = $234
That leaves 250 - 100 = 150 units.
The cost of goods sold would be next allotted to the inventory purchased on the 9th
= 50 × 2.20 = $110
This leaves 150 - 50 = 100
The cost of the 100 would be alloted to the beginning inventory
100 × $2 = $200
Total cost of goods sold = $200 + $110 + $234 = $544
I hope my answer helps you
Answer:
<u>Licensing </u> is the correct answer.
Explanation:
Licensing is defined as a trade agreement between a company that gives another company authorization to manufacture its product by contract and payment of royalties for the use of the right to use the trademark.
Companies generally license: design, patents, trademarks, copyrights and others whose purpose is to assist in increasing profitability and expanding business.
Despite being a very profitable strategy worldwide, product licensing is not crucial to a company's success, despite the ease of marketing a product or brand already consolidated and valued by the consumer, it is necessary to ensure compliance in production processes. and focus on marketing and sales.
Answer:
Explanation:
The stockholder's equity statement is composed of common stock and retained earnings. The ending balance shown in the attached spreadsheet, after modification.
The Ending balance of earnings retained = Starting balance of earnings retained + net income - dividend paid
And, Ending balance of common stock = Starting balance of common stock + issued stock
The preparation of the stockholders ' equity statement for the year ended December 31, 20Y7 is provided in the spreadsheet. The attachment below is:
Answer:
$0
Explanation:
Variance overhead efficiency variance = (Standard hours - Actual hours) * Standard variable overhead rate
= (6,000 hours * $1) - 6,000 hours * $5
= (6,000 hours - 6,000 hours) * $5
= 0 * $5
= $0
Thus, the Variance overhead efficiency variance = $0
