Answer:
a Bill of Exchange
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Answer:
6.67% and 6.694%
Explanation:
The computation of the approximate yield to maturity and the exact yield to maturity is shown below:
For Approximate yield to maturity it is
= 2 × ((Face value - current price) ÷ (2 × time period) + face value × coupon rate ÷ 2) ÷ (Face value + current price) ÷ 2)
=2 × (($1,000 - $950) ÷ (2 × 10) + $1,000 × 6% ÷ 2) ÷ (($1,000 + $950) ÷ 2)
= 6.67%
Now
the Exact yield to maturity is
= RATE(NPER,PMT,-PV,FV)
= RATE (10 × 2, 6% × $1000 ÷ 2,-$950,$1,000) × 2
= 6.694%
The Correct Response is Option B.
Inflation: can obscure relative price changes.
- In the field of economics, inflation refers to an overall rise in the cost of goods and services throughout a nation. Each unit of currency may purchase fewer products and services as the overall price level rises, hence inflation is associated with a decline in the buying power of money.
<h3><u>What occurs when inflation occurs?</u></h3>
- The main cost of inflation is the loss of real income, which occurs when prices rise unevenly and causes some customers' buying power to decline. For both those who receive and pay fixed interest rates, inflation might over time affect their ability to make purchases.
To learn more about Inflation, Click the links,
brainly.com/question/28136474
brainly.com/question/28190771
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Answer:
92.86%
Explanation:
Debt-to-income ratio is a comparison or personal debts against income. It is used to assess an individual ability to accommodate more debts.
The formula for for calculating Debt to income is
Debt to income is <u> Total of Monthly Debt Payments </u>
Gross Monthly Income
For Affan, Total debts are $450 + $375 + $50+ $100 =$ 975
Gross income is not given , we use net income which is $1,050
Debt to income ration = $975/$1050
= 0.92857 x 100
= 92.86%
Answer:
Paco will have 335 dollars available for the car-loan
Explanation:
fromthe $490 cash flow
we should subtract the cash cost as once we obtain it through a loan we will have to handle with them as well:
490
- 60 gas
- 70 insurance
- 15 maintenance
<u> - 10 repairs </u>
335 net monthly savings after the purchase of the car.