1. On January 1, Kenneth borrows $5600 with a fixed interest rate on the loan of 10% and a loan term of 2 years. He will be making monthly payments of $258.41. How much of Kenneth’s first loan payment on February 1 would be principal? (Round answers to 2 decimal places, e.g. 52.75.)
$213.51
$211.74
$289.08
$252.06
2.What is the key variable in negotiating an auto loan?
Maintenance schedule.
Lowest interest rate possible.
Length of the loan.
Payment.
3.William wants to purchase a car. He reviewed his budget and can comfortably afford a car payment of $320 per month. He has good credit and anticipated being able to secure a 5-year loan at 5% interest. What is the maximum cost he should pay for a car to stay within his budgeted monthly amount?
$13631.
$16940.
$14806.
$13666.
4. It's June and Anthony’s credit card has a balance of $3100. The minimum payment due is $124. The APR is 21.17%. How much interest will he pay this month?
$57.54
$58.84
$53.94
$56.94
1
Principal payment = 258.41 * 5600 * 10%/12 = 211.74
2
Lowest interest rate possible
3
a | Present value of annuity= | P* [ [1- (1+r)-n ]/r ] | ||
P= | Periodic payment | 320.00 | ||
r= | Rate of interest per period | |||
Annual interest | 5.00% | |||
Number of payments per year | 12 | |||
Interest rate per period | 0.05/12= | |||
Interest rate per period | 0.417% | |||
n= | number of periods: | |||
Number of years | 5 | |||
Periods per year | 12 | |||
number of payments | 60 | |||
Present value of annuity= | 320* [ (1- (1+0.00417)^-60)/0.00417 ] | |||
Present value of annuity= | 16,957.03 |
Value of car is 16940
4
Interest = (3100 - (124 - 3100 *21.17%/12) )*21.17%/12 = 53.94
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