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masya89 [10]
3 years ago
10

On January 2, 2018, Ava Co. issued at face value $53,300 of 9% bonds convertible in total into 9,649 shares of Ava's common stoc

k. No bonds were converted during 2018. Throughout 2018, Ava had 10,000 shares of common stock outstanding. Ava's 2018 net income was $120,226. The income tax rate is 30%. No potential common shares other than the convertible bonds were outstanding during 2018. The numerator in the diluted earnings per share calculation for 2018 would be: $___________
Business
2 answers:
aalyn [17]3 years ago
4 0

Answer: $123,583.90

Explanation:

Given the following Parameters,

Net income = $120,226,

Interest rate = 9%

Tax = 30%

The following formula then applies,

Diluted EPS = (Net income + Interest after tax)/Total outstanding shares outstanding

Now, Interest(Before tax) = $53,300 * 0.09 = $4797

Now we have to calculate it After Tax

= 4,797 (1-tax rate)

= 4,797(1-0.3)

= $3,357.90

The numerator is,

= (Net income + Interest after tax)

= 120,226 + 3,357.90

= $123,583.90

The numerator in the diluted earnings per share calculation for 2018 would be $123,583.90

puteri [66]3 years ago
3 0

Answer:

$171,927

Explanation:

Formula for diluted earnings per share is \frac{Net Income+(Interest Expense*(1-tax rate))}{Diluted Potential Common Stock}

Therefore the Numerator will be: Net Income+(Interest Expense *(1 - tax rate))

We have :

Ava's 2018 Net Income: $120,226

Interest Expense: $53,300

Tax rate: 30% or 0.03

So we replace the above values in in Numerator:

Numerator = $120,226 +($53,300(1-0.03))

Numerator = $120,226 + $51,701

Numerator = $171,927

Therefore, the numerator in the diluted earnings per share calculation for 2018 would be: $171,927

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Find the future value of a five-year $113,000 investment that pays 10.00 percent and that has the following compounding periods:
Sati [7]

Answer: Future Value FV = 169,500

Explanation:

The information given to us are;

Present value PV = 113000

Interest R = 10% = 0.01

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Future value FV = ?

So using the formula

FV = PV * [1 + (R * T)],

We input our value

FV = 113000 * [ 1 + ( 0.1 * 5) ]

FV = 113000 * [ 1 + 0.5]

FV = 113000 * 1.5

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If Susan was to take this to court, the court would determine the kind of item and where it was found to determine if Alma has a right to it. But since it was found in a dump site she now has the right to it.

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Marilyn has a biweekly gross pay of $810 and claims 3 federal withholding allowances. Marilyn has all of the following deduction
frutty [35]

The net pay of Marilyn will increase by $18.15 due to the increase in the federal withholding allowances from 3 to 4.

<h3>The computation of net pay considering various federal withholding allowances</h3>

Given,

Gross pay =$810

3 Federal withholding allowances =$37 (taken from the reference table)

4 Federal withholding allowances =$22 (taken from the reference table)

Federal state tax rate =21%

First, the state tax rate and the total amount of withholding for 3 Federal withholding allowances are computed:

\begin{aligned}\text{State Tax}&=\text{Claim Amount}\times\text{Federal State Tax Rate}\\&=\$37\times21\%\\&=\$7.77\end{aligned}

\begin{aligned}\text{Total Amount of 3 withholdings}&=\text{Claim Amount}+\text{State Tax}\\&=\$37+\$7.77\\&=\$44.77\end{aligned}

Now, the state tax rate and the total amount of withholding for 4 Federal withholding allowances are computed:

\begin{aligned}\text{State Tax}&=\text{Claim Amount}\times\text{Federal State Tax Rate}\\&=\$22\times21\%\\&=\$4.62\end{aligned}

\begin{aligned}\text{Total Amount of 4 withholdings}&=\text{Claim Amount}+\text{State Tax}\\&=\$22+\$4.62\\&=\$26.62\end{aligned}

The difference in the net pay will be the difference between $44.77 and $26.62, which is $18.15.

Therefore, Marilyn withholding will decrease from $44.77 to $26.62 that is increasing the net pay by $18.15

Learn more about federal-state tax, refer to the link:

brainly.com/question/25828729

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