1. Rate =10%
FV =200
PV =100
FV=PV*(1+r)^n
200=100*(1+10%)^n
applying log on both sides
n=log(2)/log(1.10) =7.3 years (Option d is correct option)
2. FV =PV*(1+r)^n=800*(1+7%) =856 (Option c is correct
option)
3. Option b is correct
Moral hazard means risk for one party or loss for only one party even though there has been an exchange by two parties. It occurs due to asymmetric information which means a party has more information about particular transaction than the other party.
4.at 8% PV =FV/(1+r)^n =20000/(1+8%)^4=14700.60(is less than
payment)
at 7% PV =FV/(1+r)^n =20000/(1+7%)^4=15257.90(is less than
payment)
at 6% PV =FV/(1+r)^n =20000/(1+6%)^4=15841.87(is less than
payment)
Option d all of the options is correct
O At an annual interest rate of 10 percent, about how many years will it take...
At an annual interest rate of 10% how many years will it take for $300 to double in value? (show work) I am getting paid $600 today. What is the future value of $600 in 15 years if current interest rates are 5%? I will receive $24,000 in 12 years. What is the present value of the $24,000 if current interest rates are 6%? I'm trying to learn the equations so if you could how you got your answers, that...
If you earn an annual interest rate of 10.3 percent, how many years will it take to quadruple your money? 14.14 years 13.05 years 12.86 years 11.31 years 12.37 years
if you earn an annual interest rate of 10.2 percent how many years will it take to triple your money
If you earn an annual interest rate of 10.3 percent, how many years will it take to quadruple your money?
(Solving for n with non-annual periods) Approximately how many years would it take for an investment to grow sevenfold if it were invested at 12 percent compounded quarterly? Assume that you invest $1 today. If you invest $1 at 12 percent compounded quarterly, about how many years would it take for your investment to grow sevenfold to $7? (Hint: Remember to convert your calculator solution to years.) _ years (Round to one decimal place.)
You take a 12-years fixed rate loan at 5.0 % annual interest rate with initial principal of $400,000. The repayment is scheduled as quarterly instalments. (a) Solve for your quarterly payment. (6 marks) (b) Three years later, you decide the change to monthly instalment for the remaining period at the same interest rate. Solve for the monthly payment. (12 marks) (c) Calculate the total interest that you need to pay for the twelve years. (2 marks)
You take 20 000 € annuity loan for buying a flat. For interest rate is agreed 8 %. You pay interest and part payment as equal sums in the end of each year during 7 years. How much do you pay for the loan each year?
question. 1) sted a lump sum 28 years ago at 4.05 percent annual interest. Today, he gave you the proceeds of that investment, totalling $48,613.24. How much did your father originally invest? A) $14,929.47 B) $16,500.00 C) $15,500.00 D) $15,994.70 E) $16,099.45 2)_ 2) Beginning three months from now, you will need $1,500 each quarter for the next four years to cover expenses. How much do you need to have saved today to meet these needs if you can earn.35...
You take a 12-years fixed rate loan at 5.0% annual interest rate with initial principal of $400,000. The repayment is scheduled as quarterly instalments. (a) Solve for your quarterly payment. (6 marks) (b) Three years later, you decide the change to monthly instalment for the remaining period at the same interest rate. Solve for the monthly payment. (12 marks) c) Calculate the total interest that you need to pay for the twelve years. (2 marks)
You deposit $1,000 today into an account that pays 3 percent annual compound interest. How much money will you have in your account in 5 years? None of these are correct. $1,338 0 $1,159 O $1,276 $1,217