The correct statement is that the monthly payment of a loan of $3000 will be $104.11. The calculations obtained are not relevant with the options of the statement quoted above.
The calculations can be done by applying the values to the formula of compounded interest and then further multiplying the values obtained with the number of monthly payments.
<h3>Calculation of Compounded Monthly Payments </h3>
- The formula to calculate compound interest is as below.
- The values obtained will now be derived into the following formula,
So, it is clear that the compounded monthly payments will be $104.11.
Hence, the monthly payment of loan for 36 months will be $104.11 which will be paid monthly at the rate of 7.5%.
To know more about Compounded payments, click the link below.
brainly.com/question/8441564
Answer:
c) Having money left over after meeting your expenses
Explanation:
Surplus refers to having an excess of something. A surplus is when a person or a country has more of an item than they require.
From the choices provided, a surplus will be having money left over after meeting your expenses. This individual has more money than they need. The surplus amount is the remainder after meeting all the expenses. In business, excess money is saved or invested to generate more income. A country with surplus products exports to other countries.
Answer:
Check the explanation
Explanation:
Please the answer to this question is in the attached file
You can confirm the answer by planning income statement with the calculated amount of unit so that whenever you’re through with the calculation, you must get an income figure of 240000. As the amount of units are in decimal so +/- of small number could be possible like you will get the operating income of 240005 if you put 13077 units .
Answer:
7.74%
Explanation:
The yield to call would be the internal rate of return considering the cahsflow until the bodn is called. W can solve for that using excel IRR function;
We list the cashflow in order.
F0 -1180
F1 105
F2 105
F3 105
F4 105
F5 1205 (105 coupon payment plus 1100 principal)
We now write the function and get the YTC
=IRR(B1:B6) 7.7366%