Which of the following is a leading economic indicator? a- average prime interest rate charged by banks b- stock prices, 500 common stocks c- commercial and industrial loans outstanding d- industrial production
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- What refers to the amount of money paid for the use of borrowed capital? A. Interest B. Rate of interest C. Simple interest D. Principal If an initial investment of $1,000 is invested at 8% interest per year with annual compounding, how much would be in the account after five years? A. $1,201.8 B. $1,471.6 C. $1,091.8 D. $1,080.03. If the net present value for each of the cash flows were calculated at a 10% interest rate, the net present value cash flow at the end of five years would be: A. Greater than the total cash flow without the net present value applied B. Less than the total cash flow without the net present value applied C. The same as the total cash flow without the net present value applied D. Unable to be calculated with the information suppliedIf an initial investment of $1,000 is invested at 8% interest per year with continuous compounding, how much would be in the account after five years? A. $1,291.8 B. $1,481.6 C. $1,491.8 D. $1,391.9 What refers to the amount of a product made available for sale? A. Supply B. Demand C. Product D Good
- ? 4:04 classroom.google.com 1. Maya would like to borrow $4500. Her bank offered her a two-year personal loan with monthly payments. The interest rate on the loan is 8% per year, compounded monthly. How much interest will Maya pay over the life of the loan? a. $384.48 c. $219.81 d. $197.40 b. $778.00 2. An amount of $1500 is deposited semi-annually for two years into a fund that pays 10.5% per year, compounded semi-annually. Use a TVM Solver to determine the future value of this annuity. a. $6079.21 c. $3078.75 d. $6489.25 b. $5871.01 3. Determine the monthly deposit needed to save $10 000 in three years if interest is earned at 3.5% per year, compounded monthly. a. $263.85 c. $250.13 d. $276.97 b. $293.02 4. Olivia invested $2000 at the end of every year into an RRSP fund that pays 8% per year, compounded annually. Calculate the value of Olivia's investment ten years after she started investing in the fund. $24 012.21 a. b. $28 973.12 c. $20 610.79 d. $13 420.16 5. Determine the…Give typing answer with explanation and conclusion Gustav Co. is planning to issue new 30-year bonds. The current plan is to make the bonds non-callable, but this may be changed. If the bonds are made callable after 5 years at a 5% call premium, how would this affect their required rate of return? Question 6 options: There is no reason to expect a change in the required rate of return. The required rate of return would increase because the bond would then be?of the present value of The present value of a fixed-payment loan is calculated as the all cash flow payments. Select one: a. log b. sum c. multiple d. difference
- 10.You now have $20,000 which can be invested at 9% per year. a.For how many years can you spend $2671? b.What is the most you can spend per year for the next 20 years?Which of the following should give you better returns? a. One and a half years rate of interest of 8 percent b. Semi-annual 4 percent rate of interest for 2.5 years c. Quarterly rate of interest of 5% for 2 yearsActivity 1 Directions: Solve the following problems. 1. Glenda owes the bank some money. àt 4%'per year. After haf a year; she paid PHP220:00 as interest. How much money does she owe the bank? 2. Martin takes a loan of PhP250,000 to buy a used truck at the rate of 9% simple interest. Calculate the annual interest to be paid for the loan amount.
- Problem 2 Suppose you purchased a house and took a 30 -year mortgage. The mortgage is unusual: you pay yearly, not monthly. The yearly payment is$17,000and the interest rate is4.2%. What is the amount of mortgage you took? (Round to two decimals.) Hint: find the PV of all the payments.A zero-coupon bond has a yield to maturity of 5% and a par value of $1,000. If the bond matures in16 years, it should sell for a price of __________ today.Inez wants to have $13,500 in 5 years. Use the present value formula to calculate how much Inez should invest now at 4% interest, compounded quarterly in order to reach her goal. a. $10,800.00 b. $11,056.54 c. $11,063.85 d. $11,096.02
