Answer:
Revenues, expenses, income summary, dividend or withdraws account
Explanation:
The closing entries for the following accounts are presented below:
1. Service Revenue A/c Dr XXXXX
To Income Summary XXXXX
(Being revenue account closed)
2. Income summary A/c Dr XXXXX
To Expense A/c XXXXX
(Being expenses accounts are closed)
3. Income summary A/c Dr XXXXX
To Retained earning XXXXX
(Being the difference is credited to retained earning that reflected as a profit)
4. Retained earnings A/c Dr XXXXX
To Dividend A/c XXXXX
(Being dividend account is closed)
Answer:
Ending WIP= $13,500
Explanation:
<u>First, we need to calculate the factory overhead:</u>
Factory overhead= 25,000*0.75= $18,750
<u>Now, the ending WIP inventory:</u>
cost of goods manufactured= beginning WIP + direct materials + direct labor + allocated manufacturing overhead - Ending WIP
68,250 = 11,000 + 27,000 + 25,000 + 18,750 - Ending WIP
Ending WIP= $13,500
Answer:
Common stock dividend distributable = Par * Number of shares * % dividend
= 13 * 46,500 * 15%
= $90,675
Stock Dividend = Number of shares * market price * % dividend
= 46,500 * 18 * 15%
= $125,550
Date Account Title Debit Credit
Dec, 1 Stock Dividend $125,550
Common Stock Dividend Distributable $90,675
Paid in Capital in excess of Par- $34,875
Common stock
Date Account Title Debit Credit
Dec, 31 Common Stock Dividend Distributable $90,675
Common Stock $90,675
Answer: Option (A)
Explanation:
From the following given options, we can state that "Adolescent processing tends to speed slows and easy, this is so since there happens to be numerous changes in an individuals hormones." An individual go through changes through out his/her life especially these changes are in accordance with their hormones and tend to affect the cognitive skills.
d) $16.92
Each paycheck is $22,000/26 times per year = $846.15
Your company will match up to 2% of this. .02*$846.15= $16.92
You should contribute this amount each pay period in order to take full advantage of the "company match" because your company will add that much money into your retirement account on top of what you pay in.
