Answer:
The reimbursement of medical expenses to a taxpayer is not considered as an income or taxable by the IRS.
If the taxpayer had previously deducted the expense and it resulted in tax savings, the reimbursement of a medical expense by insurance would be taxable. More so, there would have been no tax benefit if either the taxpayer had claimed the standard deduction, or if the floor for the medical deduction exceeded the medical expenses.
Answer:
B
Explanation:
One of the greatest risks of being entrepreneur is the risk of business failure
One of the greatest risks of being an entrepreneur is the possibility of business failure. Starting a new business is inherently risky, as there is no guarantee that the business will be successful.
Entrepreneurs may invest significant time, money, and resources into their businesses, but still be unable to generate sufficient revenue to cover their costs or turn a profit. Business failure can be financially and emotionally devastating for entrepreneurs, as well as damaging to their reputation and future career prospects.
Learn more about entrepreneur at brainly.com/question/353543
#SPj1
1,200
6,000
600
240
960
Out of the choices provided above, it can be concluded to state that the quantity of money demanded for transactions will be $6,000 if the conditions given above with respect to the nominal GDP are satisfied in an economic situation. Therefore, the option B holds true.
The nominalGDP of an economy can be referred to or considered as the unit of measurement that is used to represent the final value of finished goods and services, where no adjustments for the prevailing inflation rates are taken into consideration.
The quantity of money demanded can be computed using the given nominalGDP's information as under,
Quantity of Money Demanded = Nominal GDP x Dollar Spending
Quantity of Money Demanded = 1200 × 5
Quantity of Money Demanded = $6,000
Therefore, the option B holds true and states regarding the significance of nominal GDP.
Learn more about nominal GDP here:
#SPJ3
Suppose that Intel currently is selling at $40 per share. You buy 500 shares using $15,000 of your own money, borrowing the remainder of the purchase price from your broker. The rate on the margin loan is 8%.
What is the percentage increase in the net worth of your brokerage account if the price of Intel immediately changes to (a) $44; (b) $40; (c) $36?
Answer:
Initial worth of brokerage account = 500 × $40 = $20,000
a). if the price changes to $44, then:
worth of brokerage account becomes = 500 × $44 = $22,000
∴ percentage increase = (22,000 - 20,000) / 20,000 = 10% increase.
b). if the price changes to $40, then:
worth of brokerage account becomes = 500 × $40 = $20,000
∴ percentage increase = (20,000 - 20,000) / 20,000 = 0 or no increase.
c). if the price changes to $36, then:
worth of brokerage account becomes = 500 × $36 = $18,000
∴ percentage increase = (18,000 - 20,000) / 20,000 = 10% decrease
Answer:
(a) $40
(b) $24,000
(c) 40%
Explanation:
Given that,
Selling price = $100 per unit
Variable costs = $60 per unit
Fixed costs = $2,500 per month
Contribution margin per unit:
= Selling price - Variable costs
= $100 per unit - $60 per unit
= $40
Total Contribution margin:
= Contribution margin per unit × No. of units sold
= $40 × 600 units
= $24,000
Contribution margin ratio:
= (Selling price - Variable costs) ÷ Selling price
= ($100 per unit - $60 per unit) ÷ $100 per unit
= 0.4 or 40 %
Answer:
PTM $ 1,225,900.379
Explanation:
We will calculate the present value of the contract.
Then we will increase by 1,200,000
Next, we subtract the 9.2 bonus payable today
and distribute the rest under quarter payments:
We use present value of a lump sum
0 5,700,000 5,700,000
1 4,300,000 4,102,588.223
2 4,800,000 4,369,383.7
3 5,300,000 4,603,035.135
4 6,700,000 5,551,785.732
5 7,400,000 5,850,312.795
6 8,200,000 6,185,156.501
Then we add them: 36,362,262.09
We increase by 1,200,000
and subtract the 9,200,000 initial payment
28,362,262.09
this is the present value fothe quarterly payment
Next we calculate the equivalent compound rate per quarter:
equivalent rate: 0.002954634
Now we claculate the PTM of an annuity of 24 quearter at this rate:
PV $28,362,262.09
time 24
rate 0.002954634
PTM $ 1,225,900.379