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kvasek [131]
2 years ago
15

For 2019, Roberta is a self-employed truck driver with earnings of $47,000 from her business. During the year, Roberta received

$2,500 in interest income and dividends of $500. She also sold investment property and recognized a $1,500 gain. What is the amount of Roberta's self-employment tax (Social Security and Medicare taxes) liability for 2019?
Business
1 answer:
ad-work [718]2 years ago
3 0

Answer:

$6,641

Explanation:

Roberta must pay self-employment taxes from the income she received from her truck driving business ($47,000). Self-employment taxes are similar to the taxes paid by the employers (FICA) and are subject to he same maximums.

  • social security tax 12.4%
  • medicare tax 2.9%

Since the self-employed are allowed certain tax deductions, the easiest way to determine taxable income is by multiplying income x 92.35%.

Taxable income = $47,000 x 92.35% = $43,404.50

  • Social security taxes = 12.4% x $43,404.50 = $5,382
  • Medicare taxes = 2.9% x $43,404.50 = $1,259
  • total $6,641

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Annual depreciation= $41,470

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Giving the following information:

Purchasing price= $393,000

Salvage value= $74,000

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To calculate the depreciation expense using the units of activity method, we need to use the following formula on each year:

Annual depreciation= [(original cost - salvage value)/useful life of production in hours]*hours operated

Annual depreciation= [(393,000 - 74,000)/30,000]*3,900

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Steps in the Accounting Cycle Listed below, out of order, are the steps in an accounting cycle.
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The Johnson Family is looking to buy a new house on Belmont Road. Their insurance deductible is increased by $500 if they live m
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Answer:

a) Absolute Value Inequality => Absolute(0 + y) < 2

b) -2 < y < 2

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Explanation:

<u><em>Johnson Family has to live within the range of -2 to +2 from the fire department. </em></u>

<em>a) Absolute Value Equation:</em>

Absolute(0 + y) < 2

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Furthermore,

<em>Absolute(0 + y) < 2 = (0 + x) < 2 when (0 + y) is +ve. </em>

and

<em>Absolute(0+y) <2 =  -(0 + x) < 2 when (0 + y) is -ve. </em>

b) When (0 + y) is +ve,

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<em>Solving for y and subtracting 0 from both sides. </em>

0-0 + y < 2 - 0

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and when (0 + y) is -ve,

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multiplying negative from both sides

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<em>So, we have -2 < y < 2 </em>

<em>Johnson Family has to live within the range of -2 to +2 from the fire department. Otherwise, they will have to pay 500 USD as increased deductible. </em>

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