Answer:
The answer is 8 years.
Explanation:
In Offer 2, we apply the present value formular for annuity to calculate the number of repayment, thus number of year payback because repayment is made once a year.
We have the formular to calculate present value of annuity as followed:
PV = (C/i) x [1-(1+i)^(-n)].
apply to the question, we have:
PV = the owed principal amount = $15,000;
i = annual interest rate compounded once a year = 20%;
C = number of equal annual repayment = $3,900;
n: number of repayment made thus number of year payback.
As we need to find n, we have:
15,000 = (3,900/20%) x [ 1- 1.20^(-n)] <=> 1-1.2^(-n) = 0.769 <=> 1.2(^-n) = 0.231 <=> n = -(the base 1.2 logarithm of 0.231) = 8
According to the references used I believe the answer would most likely be ...
Based on the information given, it should be noted that all proceeds are income tax free in the year that they're received.
<h3>
What is tax?</h3>
A tax simply means a compulsory levy that's paid by the people or companies to the government. It's important to achieve economic development.
For federal tax purposes regarding lump-sum life insurance benefits, it should be noted that all proceeds are income tax free in the year that they're received.
Learn more about tax on:
brainly.com/question/9437038
Answer:
Taft-Hartley Act
Explanation:
Taft-Hartley Act is also known as the labour management relations act of 1947 and it restricts the activities and powers of labour unions. It stops unions for engaging in unfair labour practices such as jurisdictional strike, wild strike, political strike, secondary boycotts, and monetary donations to political campaigns.
Robert has violated the Taft-Hartley act by creating a fictional role in the company in order to get his cousin a job.
Answer: 45 months
Explanation:
Credit owed $7200
Monthly payment $225
APR annaully 18.4%
Monthly APR = 18.4/12 = 1.533%
SOLUTION
1st Month interest payment
1.533% x $7200 / 100 = $110.40
Principal paid (monthly payment - interest paid) = $225 - $110.40 = $114.60
Balance ( principal - principal paid) = 7200 - 114.60 = $7085.40
2nd Month interest payment
1.533% x $7085.40 / 100 = $108.64
Principal paid (monthly payment - interest paid) = $225 - $108.64 = $116.36
Balance ( principal - principal paid) = $7085.40 - $116.36 = $6969.04
By following this step up to the 45th month you get $74.74 as the monthly payment this sums up to.
Month interest payment
1.533% x $74.74 / 100 = $1.15
Principal paid (monthly payment - interest paid) = $75.88 - $1.15 = $74.74
Balance ( principal - principal paid) = $74.74 - $74.74 = $0
The payment would be completed at exactly 45months