A) Bank A which compounds quarterly
There is an direct relationship between compounding periods and effective annual rates. The lower the compounding period, lower will be the EAR. Compounded quarterly has 4 periods, compounded monthly has 12 periods and compounded daily will have 365 periods. Therefore, a loan with quarterly compounding will be cheaper than monthly and daily compounding.
7. You plan to borrow money to buy a snowmobile. You find the following three banks...
You need $300,000 to buy a house. You decide to borrow money from the bank to finance your mortgage. Assume that the bank charges a fixed annual interest rate of 4.50 percent and the term of the loan is 30 years. If you are required to make an equal payment every year for 30 years to pay off the loan, what is the annual payment? (Note that banks typically require monthly mortgage payments. For this problem, however, lets assume for...
29. You plan to invest some money in a bank account. Which of the following banks provides you wi highest effective rate of interest? American Express and other credit card issuers must by law print the Annual Percentage Rate (APR) on their monthly statements. If the APR is stated to be 18.00%, with interest paid monthly, what is the card's EFF%?
A: You invest $20 at the beginning of each month into stocks that are expected to earn 12% per year. How much will your investment be worth in 20 years? B: You are needing to borrow money to buy textbooks. Which of the following options is the best choice? A) Bank loan with a 19% APR, compounded annually B) Credit Card with a 18% APR, compounded monthly C) Credit Card with a 18%, APR, compounded daily D) Bank loan with...
The banks in your area offer the following rates of interest on their savings accounts. If you want to open one of these accounts, which bank should you select? Bank A: 1.845 percent APR with daily compounding. Bank B: 1.840 percent APR with monthly compounding. Bank C: 1.875 percent APR with annual compounding. Bank D: 1.850 percent APR with quarterly compounding. Bank E: 1.875 percent APR with semi-annual compounding. A. Bank D B. Bank E C. Bank B D. Bank...
When you borrow money to buy a house or a car, you pay off the loan in monthly payments, but the interest is always accruing on the outstanding balance. This makes the determination of your monthly payme on a loan more complicated than you might expect. If you borrow P dollars at a monthly interest rate ofras decimal) and wish to pay off the note in months, then your monthly payment M = M(Prt) in dollars can be calculated using...
To buy a car, you borrow $25,000 with a term of three years at an APR of 6.5%. What is your monthly payment? Please give a detailed answer for how you solved this :)
You plan to buy a house in 7 years. You want to save money for a down payment on the new house. You are able to place $296 every month at the end of the month into a savings account at an annual rate of 11.69 percent, compounded monthly. How much money will be in the account after you made the last payment? Round the answer to two decimal places.
You borrow money (take out a mortgage) to buy a house. You borrow $800,000 which you will pay back with 10 equal payments made at the end of each of the next 10 years. The annual interest rate is 7 percent. Your first payment will be ____ principal payment, and _____ interest paid.
You plan to buy a $240000 home with a 10% down payment. The bank you want to finance the purchase suggests two options (use semiannual compounding): Option 1: 20-year mortgage at 8.12% APR Option 2: 30-year mortgage at 10.45% APR. What is the equivalent monthly interest rate for each option? Equivalent monthly interest rate Option 1: Equivalent monthly interest rate Option 2: What is the monthly payment of each option? Monthly payment Option 1: $ Monthly payment Option 2: $
You plan to buy a $240000 home with a 10% down payment. The bank you want to finance the purchase suggests two options (use semiannual compounding): Option 1: 20-year mortgage at 8.19% APR Option 2: 30-year mortgage at 11.23% APR. What is the equivalent monthly interest rate for each option? Equivalent monthly interest rate Option 1: Equivalent monthly interest rate Option 2: What is the monthly payment of each option? Monthly payment Option 1: $ Monthly payment Option 2: $