An equation of the form y=1 = 7000 (1.09)* provides an example of interest compounded annually. This means that the full 9% of interest is added to the account at the end of one year. This doesn't sound very fair to someone that invests their money for 11 months-they get no interest at all. This became a competitive disadvantage for financial institutions, and some began to divide the annual interest into periodic shares, so that (for example) you could get 1/12th of that 9% each month. When this happens, we say that interest is compounded monthly. Interest can also be compounded weekly (52 times per year), quarterly (4 times per year), daily (365 times per year), or really any other period you could think of. If interest is compounded monthly, what growth factor would be needed to provide 1/12th of 9% interest each month? (Think about the difference between interest rate and growth factor.) The growth factor would be X

An equation of the form y=1 = 7000 (1.09)* provides an example of interest compounded annually. This means that the full 9% of interest is added to the account at the end of one year. This doesn't sound very fair to someone that invests their money for 11 months-they get no interest at all. This became a competitive disadvantage for financial institutions, and some began to divide the annual interest into periodic shares, so that (for example) you could get 1/12th of that 9% each month. When this happens, we say that interest is compounded monthly. Interest can also be compounded weekly (52 times per year), quarterly (4 times per year), daily (365 times per year), or really any other period you could think of. If interest is compounded monthly, what growth factor would be needed to provide 1/12th of 9% interest each month? (Think about the difference between interest rate and growth factor.) The growth factor would be X

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

See similar textbooks

Similar questions

a) Consider an investment which, for an initial charge of £10,000, returns £10,700 after three years. What is the internal rate of return of this investment? Enter your answer as a percentage to three significant figures. Do not enter the % sign. For example, if your answer is 1.23%, then enter 1.23. b) Suppose that an investment has internal rate of return 1.05% and that the current interest rate compounded annually is 1.1% Is the investment worth making?
Find the spot rate for a theoretical 2 year zero coupon bond using the following information: 6 month T-bill rate = .5% 1 year T-Bill rate = .75% 1.5-year T-Note rate = 1.10% 2-year T-Note rate = 1.65%
Three months ago, Jim purchased $11,000 of U.S. Treasury bonds. These bonds have a 30-year maturity period, and they pay dividends every three months at an APR of 17%. However, today's interest rates for similar securities have risen to a (17+1)%APR (compounded quarterly). In view of the interest-rate increase to (17+1)%, what is the current value of Jim's bonds today?
A bank agrees a repurchase agreement (Repo) with its prime broker using £30 million of Mortgage Backed Securities as collateral for a period of 50 days. The prime broker levies a haircut of 10 per cent and charges an annual Repo rate of 4.5 per cent. What is the price at which the bank will repurchase the £30 million MBS at the end of 50 days when the Repo rate interest applies only on the sum of money being lent by the prime broker ? Use a 360 day-count.
5. You borrowed $21,061.82 to finance the educational expenses for your senior year of college. The loan will be paid off over five years. The loan carries an interest rate of 6% per year and is to be repaid in equal annual installments over the next five years. Assume that the money was borrowed at the beginning of your senior year and that the first installment will be due a year later. Compute the amount of the annual installments.
Please solve part E Only
"If you purchase a car from a certain dealership, you expect to have four free oil changes per year during the five years you keep the car. Each oil change would normally cost you $26.61. If you save your money in a mutual fund earning 4.55% per quarter, how much are the oil changes worth to you at the time you buy the car?" A) 538.76 B) 493.01 940.54 D 264.48 E) 472.68
First America Bank's monthly payment charge on a 48-month, $19,000 loan is $508.26. The U.S. Bank's monthly payment fee is $517.70 for the same loan amount. What would be the APR for an auto loan for each of these banks? (Use Table 14.1.) Note: Round your final answers to the nearest hundredth percent. APR First America Bank between % and % U.S. Bank between % and %
Can you help me answer this question
Please help me solve this. Please show every so I can understand. Question: A quinceañera fund is established by making four (4) identical deposits: Upon the birth of a baby girl, Upon the girl's 1st birthday, Upon the girl's 2nd birthday, and Upon the girl's 3rd birthday. Suppose that the fund that pays 4% interest compounded annually, and that the full balance of 10,527 dollars is withdrawn upon the girl's 15th birthday. How much is the amount of each deposit? Round your answer to the nearest whole number. Do not use currency signs such as "$."
Define the term effective interest rate, commonly known as annual effective yield, or annual percentage yield (APY)?
A corporate bond pays 6% of its face value once per year. If this $10,000 10-year bond sells now for $10,450, what yield will be earned on this bond? Assume the bond will be redeemed at the end of 10 years for $10,000. The yield to maturity is %. (Round to two decimal places.)