Answer:
Explanation:
Statement of retained earning represent the changes in retained earning balance during the year and accumulated beginning balance of the period and Ending balance as well. It deals with all the adjustment in retained earning like net income transfer fro the year, dividend paid during the year etc.
Splish Corporation
Retained Earning Statement
for the year ended December 31, 2020
$
Retained Earning at January 1, 2020 707,000
Less: Cash Dividend paid during 2020 85,000
Add: Net Income for the year 2020 <u>1,428,500</u>
Retained Earning ath December 31 2020 <u>2,050,500</u>
Answer:
3.34 times
Explanation:
Ginger incorporation has a market valu of equity of $710,000
The debt is $227,800
Cash is $45,600
EBIT is $102,800
The first step is to find the enterprise value
= market capitalization + debt -cash
= $710,000 +$227,800 - $45,600
= $937,800-$45,600
= $892,200
The EBITDA can be calculated as follows
= EBIT + depreciation and amortization
= $102,800 + $164,600
= $267,400
Therefore the enterprise value-EBITDA can be calculated as follows
= 892,200/267,400
= 3.34 times
An employee's salary and contributions for the prior tax year are listed on a W-3 form, also known as the Transmittal of Wage and Tax Statements form. The Social Security Administration (SSA) receives this paperwork for proper filing.
Most employers are required by the IRS to submit Forms W-2 and W-3 at the start of each year for the prior year. A list of all the W-2 forms you are sending to the federal government is contained in Form W-3 (Transmittal of Wage and Tax Statements). Form W-3 specifies the number of W-2 forms being delivered and describes the total wages, Social Security wages, federal income tax withheld, and FICA tax withheld from employees during the year.
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Answer: $11,000
Explanation:
The solution to this problem is not tedious or complicated
Solution;
Amount is = $110,000
Percentage of down payment is given as = 10%
To get the amount of the down payments we find the 10% of $110,00
10% of $110,000 is = 10÷100
=0.1
We multiply it by the amount which is 0.1×110,000= $ 11,000
