Answer:
The answer will be A
Explanation:
As the social security contributions and benefits remain the same in proportion, personal and national income will remain the same.
As disposable income is defined as personal income-personal taxes, and the personal income taxes fall by 500 million (included in the contibutions), this would mean that the disposable income increases.
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Answer:
$19,790
Explanation:
A taxpayer’s tax base for computing a self-employed taxpayer’s self-employment tax (i.e., net earnings from self-employment) is the taxpayer’s net business profit from Schedule C multiplied by 92.35%.
So, Alice’s net earnings from self-employment is her net profit from Schedule C of $150,000 x 92.35% = $138,525.
Alice will owe $15,773 ($127,200 maximum amount x 12.4%) in Social Security taxes and $4,017 ($138,525 x 2.9%) for the Medicare component of FICA taxes.
Alice owes total self-employment tax of $19,790 ($15,773 + $4,017).
She is not subject to additional Medicare tax because her net earnings from self-employment do not exceed $200,000.
Answer:
$22,800
Explanation:
Calculation for the total amount of indirect manufacturing cost incurred
First step is to find the fixed manufacturing overhead portion
Fixed manufacturing overhead portion=$3.00 *5000 units
Fixed manufacturing overhead portion =$15,000
Second step is to calculate the indirect manufacturing cost if 6,000 units are produced using this formula
Indirect manufacturing cost =Fixed manufacturing overhead portion
+ Variable portion
Let plug in the formula
Indirect manufacturing cost=$15,000 + ($1.30*6,000 units)
Indirect manufacturing cost=$15,000+$7,800
Indirect manufacturing cost=$22,800
Therefore the total amount of indirect manufacturing cost incurred is closest to $22,800
Answer:
They must deposit $5,113,636.36.
Explanation:
Giving the following information:
Cash flow= $225,000
Interest rate= 4.4 percent
To determine the amount to be deposited today, we need to use the perpetual annuity formula:
PV= Cf/i
Cf= cash flow
PV= 225,000/0.044
PV= $5,113,636.36
They must deposit $5,113,636.36.
