Answer:Revolving Credit. Charge Cards. Installment Credit. Non-Installment or Service Credit
Answer:
Explanation:
Part One: Demand falls/ declines once the price of movie ticket increases.
Part Two: Demand declines also when the price of the local Internet Service provider increases.
Part Three: Demand declines when the price of cappuccino increases
Answer: B. there is also an excess demand for bonds
Explanation:
When there is an excess supply of money in the economy, there is also an excess demand for bonds.
This is because in his case, rather than holding money, individuals will want to increase their being holdings and therefore, this will lead to the reduction in their holding of money. Equilibrium will further be restored as there'll be reduction in interest rate.
Answer:
a. Assuming that fixed payments are to be made monthly for three years and that the loan is fully amortizing, what will be the monthly payments? What will be the loan balance after three years?
- monthly payment = $997.95
- principal balance after 36th payment = $145,090.59
b. What would new payments be beginning in year 4 if the interest rate fell to 6 percent and the loan continued to be fully amortizing?
- monthly payment = $905.34
c. In (a) what would monthly payments be during year 1 if they were interest only? What would payments be beginning in year 4 if interest rates fell to 6 percent and the loan became fully amortizing?
a. $875
b. $935.98
Explanation:
A 3/1 adjustable rate mortgage is a 30 year mortgage where the interest rate is fixed for the first 3 years, and then it can vary.
I prepared an amortization schedule that shows the first 3 payments with a 7% interest rate and then the rest of the payments will carry a 6% interest rate.
The monthly payment for the first 36 months is $997.95 (principal balance after 36th payment $145,090.59), then it decreases to $905.34 per month.
See amortization schedule 1
if the monthly payments only covered interest expenses during the first 3 years, they would be $150,000 x 7%/12 = $875
then the monthly payments would be $935.98.
See amortization schedule 2
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