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Kaylis [27]
4 years ago
11

Mr. Ballard retired in 2018 at age 69 and made his first withdrawal of $35,000 from his traditional IRA. At year-end, the IRA ba

lance was $441,000. In 2019, he withdrew $60,000 from the IRA. At year-end, the account balance was $407,000. Determine how much of each annual withdrawal was taxable assuming that: Mr. Ballard made $320,000 nondeductible contributions to the IRA. Mr. Ballards contributions to the IRA were fully deductible.
Business
1 answer:
serg [7]4 years ago
8 0

Answer:

a)

Contributions amounting to $320,000 were non deductible.

<u>First year of withdrawal:</u>

Taxfree withdrawal % = Uncovered Investments / Current year value x 100

Taxfree withdrawal % = [$320,000 / ($441,000 + $35,000)] x 100

Taxfree withdrawal % = [$320 / $476,000] x 100

Taxfree withdrawal % = 67.23%

Amount of taxfree withdrawal = 67.23% x $35,000

Amount of taxfree withdrawal = $23,530.5

Taxable amount = Total Withdrawal - Tax free withdrawal

Taxable amount = $35,000 - $23,530.5

Taxable amount = $11,469.5

<u>Second year of withdrawal:</u>

Taxfree withdrawal % = [($320,000 - $23,530.5) / ($407,000 + $60,000)] x 100

Taxfree withdrawal % = [$296, 469.5 / $467,000] x 100

Taxfree withdrawal % = 63.48%

Amount of taxfree withdrawal = 63.48% x $60,000

Amount of taxfree withdrawal = $38,088

Taxable amount = $60,000 - $38,088

Taxable amount = $21,912

b)

$35,000 would be included in taxable income in first year and $60,000 would be included in taxable income in second year.

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annual savings = $3,000,000 / [(1 + 0.1)¹⁰ - 1 ] / 0.1

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Explanation:

this is an ordinary annuity

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interest rate = 10%

periods = 10

using the future value of an annuity formula, annual deposit = future value / annuity factor

FV annuity factor, 10 periods, 10% = 15.937

annual deposit = $3,000,000 / 15.937 = $188,241.20

instead of using annuity factors, you can solve this equation:

annual deposit = future value / [(1 + r)ⁿ - 1 ] / n

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Simpkins Corporation does not pay any dividends because it is expanding rapidly and needs to retain all of its earnings. However
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Answer:

The stock will trade for 4.30 dollars in the market

Explanation:

The stock will be valued at the discounted value of their future cash flow.

w calculate the cas flow by multiplying by the grow rate given.

Then we discount using the present value of a lump sum:

\frac{Maturity}{(1 + rate)^{time} } = PV  

Maturity  $0.5000  

time   3.00  

rate  0.18

\frac{0.5}{(1 + 0.18)^{3} } = PV  

PV   0.30  

Then, for the entire of the dividend after year 6th we use the gordon model:

dividends / (rate - grow) and then we discount that

\frac{dividends}{return - growh}

Y# Cashflow Discounted

0 0          

1 0        

2 0          

3 0.5                 0.304315436

4 0.825         0.425525822

5 1.36125          0.595014921

6 1.4565375 2.971555503

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8 0
3 years ago
The following is a partially completed lower section of a departmental expense allocation spreadsheet for Brickland. It reports
blagie [28]

Answer:

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Since the question was asked about the allocation of maintenance department expense to assembly and the maintenance department expense is based on the square footage.

So, the following equation should be used which is shown below:

= Maintenance department expense × assembly square foot space ÷ total sum of square foot space

where,

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So, the value would be equals to

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= $18,000 × 0.45

= $8,100

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Therefore, the correct option is b. $8,100

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4 years ago
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