The capitation fee would be a part of credit side of the profit and loss account in the health's care entity's financial statements.
Given that health care entity want to record capitation fee in it's financial statements.
We are required to answer to the question that how capitation fee is recorded in a health care'sn financial statements.
Financial statements are basically the written records that convey the business activities and the financial performance of a company. The balance sheet gives an overview of assets, liabilities, and shareholders' equity as a snapshot in time.
When a health care entity receives capitation fee it would be recorded on the credit side of the profit and loss account because the capitation fee is a income of the health care entity.
Profit and loss account is an account that records expenses and incomes of the company.Expenses are recorded on debit side and incomes are recorded on credit side of profit and loss account.
Hence the capitation fee would be a part of credit side of the profit and loss account in the health's care entity's financial statements.
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Answer:
Option (c) $7,672
Explanation:
Data provided in the question:
Investment amount i.e principle = $9,875
Interest rate,r = 4.8%
Time, t = 12 years
Now,
Future value = Principle ×
n = number of times compounded per year
Future value =
Future value =
Future value =
Future value = $17,546.55
Also,
Future value = Principle + Interest
Therefore,
$17,546.55 = $9,875 + Interest
or
Interest = $17,546.55 - $9,875
= 7671.55 ≈ $7,672
Hence,
Option (c) $7,672
Answer:
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Answer:
The answer is: False
Explanation:
a product can sell if the price is higher or lower than its perceived value, take a market crash for example, many stocks are priced lower than its perceived value but some investors still buy it, or overpriced stocks, people that believe the stock will continue to go up would most likely buy it.
Answer:
Yield to maturity is 7% annually
and 3.5% semiannually
Explanation:
If a bond is held until maturity, the total return expected from the bond until maturity is known as Yield to maturity. It is considered as long term and expressed in annual term.
Yield to maturity = [ C + ( ( F - P ) / n ) ] / [ ( F + P ) / 2 ]
Where
C = Coupon payment = 100 x 8% = 8 annually = 4 semiannually
F = Face value = $100
P = Price of bond = $109.16
n = number of periods = 2 per year x 15 year = 30 periods
Yield to maturity = [ C + ( ( F - P ) / n ) ] / [ ( F + P ) / 2 ]
Yield to maturity = [ 4 + ( ( $100 - 109.16 ) / 30 ) ] / [ ( 100 + 109.16 ) / 2 ]
Yield to maturity = 3.69 / 104.58
Yield to maturity = 0.0353 = 3.53% = 3.5% semiannually ( rounded off to 1 decimal place) = 7% annually
