On a $10,000 principal investment, a bank offered interest rates of 3.45% on 270- to 364-day GIC's and 3.15% on 180- to 269-day GICS. How much more will an investor earn from a 364-day GIC than from two consecutive 182-day GICS? (Assume that the interest rate on 180- to 269-day GICS will be the same on the renewal date as it is today. Remember that both the principal and the interest from the first 182-day GIC can be invested in the second 182-day GIC.)

On a $10,000 principal investment, a bank offered interest rates of 3.45% on 270- to 364-day GIC's and 3.15% on 180- to 269-day GICS. How much more will an investor earn from a 364-day GIC than from two consecutive 182-day GICS? (Assume that the interest rate on 180- to 269-day GICS will be the same on the renewal date as it is today. Remember that both the principal and the interest from the first 182-day GIC can be invested in the second 182-day GIC.)

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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The rates offered by a bank on deposits between $10,000 and $24,999 are shown in the following table: Term 180 to 269 days 270 to 364 days Rate. 3.15% 3.45% How much more will an investor earn from a $10,000 investment in a 364-day GIC than from two consecutive 182-day GICS? Assume that the interest rate on 180- to 269-day GICS will be the same on the renewal date as it is today. Remember that both the principal and the interest from the first 182-day GIC can be invested in the second 182-day GIC. (Use 365 days a year. Do not round the intermediate calculations. Round your final answer to 2 decimal places.) An investor will earn $ more
A bank pays a simple interest rate of 4.1% on 30 to 179-day GICs of at least $100,000. What is the effective annualized rate of return:a) On a 40-day GIC?b) On a 160-day GIC?
You plan to invest $10,000 for 180 days. Your bank offers a rate of 2.60% on 90-day GICS and 2.85% on 180-day GICS. How much more interest will you earn if you purchase a single 180-day GIC instead of two consecutive 90-day GICS? Remember that the interest earned from the first 90-day GIC will be invested in the second 90-day GIC along with the principal. Express your answer to 2 decimal places but do not include the $ sign. Your Answer: Answer
Data Back-Up Systems has obtained a $29,000, 90-day bank loan at an annual interest rate of 15%, payable at maturity. (Note: Assume a 365-day year.) a. How much interest (in dollars) will the firm pay on the 90-day loan? b. Find the 90-day rate on the loan. c. Annualize your result in part b to find the effective annual rate for this loan, assuming that it is rolled over every 90 days throughout the year under the same terms and circumstances. Answers a. The amount of interest on the loan is $___. (Round to the nearest cent.) b. The effective 90-day rate is___%. (Round to two decimal places.) c. The effective annual rate is___%. (Round to two decimal places.)
In a discount interest loan, you pay the interest payment up front. For example, if a 1-year loan is stated as $42,000 and the interest rate is 8.50%, the borrower “pays” 0.0850 × $42,000 = $3,570 immediately, thereby receiving net funds of $38,430 and repaying $42,000 in a year. a. What is the effective interest rate on this loan? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places.) b. What is the effective annual rate on a 1-year loan with an interest rate quoted on a discount basis of 18.50%? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal places.)
The Royal Bank pays an interest rate of 0.6% on redeemable GICs and 0.75% on non-redeemable GICs. In order to retain the redemption privilege, how much interest must be sacrificed on an investment of $15,000 for 120 days?
Cloud Venture has a line of credit with a local bank of $75,000. The loan agreement calls for interest of 6 percent with a compensating balance requirement of 3 percent that is based on the total amount borrowed. What is the effective interest rate if the firm needs $58,000 for one year to finance a fixed asset purchase?
Cerise Company would record a note payable of_____, if the terms of the loan with a bank are as follows: Cersie Company would have to make one $102,000 payment in two years. Assume the market interest rate is 10% per year and the company rounds to the nearest dollar. (The present value of $1 for two periods at 10% is 0.82645). a.) $94,498 b.) $84,298 c.) $10,200 d.) $74,098
Carey Company is borrowing $250,000 for one year at 10.0 percent from Second Intrastate Bank. The bank requires a 18 percent compensating balance. The principal refers to funds the firm can utilize effectively (Amount borrowed - Compensating balance) a. What is the effective rate of interest? (Use a 360-day year. Input your answer as a percent rounded to 2 decimal places.) Effective rate of interest b. What would the effective rate be if Carey were required to make 12 equal monthly payments to retire the loan? (Use a 360-day year. Input your answer as a percent rounded to 2 decimal places.) Effective rate of interest
A bank offers the following interest rates on your deposit: (Draw the Cashflow) 10% per year, compounded quarterly 9% per year, compounded monthly (a) Determine the effective rate for each on the basis of semiannual periods. (b) What are the effective annual rates? (c) Which bid has the lowest effective annual rate?
Your company has arranged a revolving credit agreement for up to $71 million at an interest rate of 1.40 percent per quarter. The agreement also requires your company to maintain a compensating balance of 5 percent of the unused portion of the credit line, to be deposited in a noninterest-bearing account. Your company's short-term investment account at the same bank pays an interest rate of .54 per quarter. What is the effective annual interest rate if your company borrows $36 million for one year?
A certificate of deposit (CD) is an agreement between a bank and a saver in which the bank guarantees an interest rate and the saver commits to leaving his or her deposit in the account for an agreed-upon period of time. National Trust Savings offers five-year CDs at 8.33% compounded daily, and Bank of the Future offers five-year CDs at 8.36% compounded annually. Compute the annual yield for each institution. (Round your answers to two decimal places.) NTS BF %

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