Q: In one instance, a financial institution loaned you $20,000 for two years at an apr of 4.75% for…
A: Interest refers to the cost of borrowing money from the lender.
Q: Suppose you borrowed $30,000 on a student loan at a rate of 8% and must repay itin three equal…
A: Loan Amount = $30,000 Interest Rate = 8% Time Period = 3 Years
Q: Hy Potenuse bought a $10,000 T-bill at a 0.115 percent discount rate for13 weeks (91 days).a. How…
A: a) Computation:
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A: Let annual Payment = P Interest Rate =r Time Period(n) = 5
Q: You borrow $5,000 at 10% per year and will pay off the loan in 3 equal annual payments starting 1…
A: Principal = 5000 r = 10% period = 3 years after 1 year of taking loan payments = 2010.57 This annual…
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A: As you have asked multiple questions we will solve the first question as per policy. Please ask…
Q: • Determine the exact simple interest on P5,000 for the period from Jan 15 to Nov 28, 1992 if the…
A: Simple interest = Principal * Rate of interest * Period Where, Principal = 5000 Interest = 22%…
Q: Consider the following loan. Complete parts (a)-(c) below. An individual borrowed $73,000 at an APR…
A: The PMT function can be used to determine the monthly payments required to pay off a loan within the…
Q: Gerardo Norega bought a dinette set for $900, which he paid in 12 monthly payments of $81.90. (a)…
A: Formula used:
Q: You sign a simple discount promissory note for $7,000 at a discount rate of 7%, for 24 months. What…
A: Discount = Amount*Interest rate*Time period/12 Proceeds= Principal Amount- Discount
Q: If money is worth 3 ½% compounded monthly, find the compound discount if 12,200 is discounted for 2…
A: Here, Amount is 12,200 Time Period is 2 years and 11 months Time Period in Months will be: =24…
Q: An individual is purchasing a $15,000 automobile, which is to be paid for in 48 monthly installments…
A:
Q: Suppose that you deposited $1,000 in a savings account at the beginning of a year where the annual…
A: Deposit = $1,000 Annual interest rate = 18% Compounding = monthly
Q: Consider the following loan: a 60-month, $45,000 car loan with a 12% APR, compounded monthly. Assume…
A: The principal amount is the amount of loan that you owe, whereas the interest amount is what the…
Q: If you borrow $7,500 at $550 interest for one year, what is your effective interest rate for the…
A: The effective rate of interest refers to the return on savings or interest on the investment…
Q: A student has a total of $3,000.00 in student loans that will be paid with a 48-month installment…
A: A loan is a sort of debt that is taken on by an individual or another institution. The lender, which…
Q: What are the proceeds (in $)?
A: A promissory note is a written form in which one party promises ta pay to other party for some…
Q: Determine the following: The rate of simple interest. The corresponding discount rate.
A: Simple Interest: It is the interest amount calculated by charging the interest rate on the…
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A: The future value is the amount that will be received at the end of a certain period. In simple…
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A: Offer A Interest Rate = 7% Monthly Interest rate(rA) = 7%/12 =0.5833% Years = 5 Terms(nA) = 5*12 =…
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A: Loan amount = P 12450 Par value = P 12840 Discount amount = Par value-Loan amount…
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A: The question is based on the concept of the time value of money, the discounted value is calculated…
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A: In this question we are required to compute the present value from following details: Annual payment…
Q: Suppose you take out an auto loan for $25,500 over a period of six years at an APR of 7.5%.…
A: The annual percentage rate refers to the yearly rate of interest paid for a loan or received from an…
Q: In one instance, a financial institution loaned you $90,000 for two years at an APR of 3.75% for…
A: Computation:
Q: amount due
A: Formula to calculate amount due is: A = P(1+rt) Where A is the accrued amount, P is the principal…
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A: Loan is the value which is borrowed from the sources like bank and pay it later with extra amount…
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A: We need to use simple interest formula to solve this problem Simple interest =Principal*Rate*Time
Q: ind the proceeds and compound discount.
A: Rate of interest which is used to calculate the present value is referred to as the discount rate.
Q: What is the present value of the following payment stream, discounted at 8% annually: $1,000 at the…
A: The present value concept of the time value of money states the current value of money that is being…
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A: Loan is an amount borrowed from a lender and is expected to repay the amount including interest.…
Q: A loan of $20,000 has a stated interest rate of 5 percent per year. Repayment of principal and all…
A: Loan amount = $20,000 Interest rate = 5% Time period = 10 years
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A: Given Information: Amount invested is 100 Force of interest in 1st year is 6% EAR in 2nd year is 5%…
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A: Definition: Notes payable: Notes Payable is a written promise to pay a certain amount on a future…
Q: An amount of 50,000 was borrowed at an interest rate of 10% per year and repaid over a 5-year period…
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Q: 1000 dollars is deposited into an account at the beginning of the year and the value at the end of…
A: The future value of cash flow is the future worth of a cash flow at a certain rate of interest and…
Q: At the end of each quarter, Patti deposits $1,800 into an account that pays 10% interest compounded…
A: Future Value of Annuity = Present Value x [{(1 + i)n - 1} / i]
Q: What is the present value of a $750 payment made in three years when the discount rate is 5 percent?
A: In this question we need to compute the present value of $750 payment in three years.
Q: If you paid $68 to a loan company for the use of $1043 for 39 days, what annual rate of interest did…
A: Interest = Principle * Interest rate * Time of loan / 360 days
Q: What is the present value of a $1,000 payment made in five years when the discount rate is 10…
A: PV = FV / (1 + r / n)nt Where, PV = Present value FV = Future value r = Rate of interest…
Q: A student loan of R6978 is to be repaid by 18 equal monthly instalments. Assuming that instalments…
A: Loan amount (PV) = R6978 Interest rate = 18% Monthly interest rate (r) = 18%/12 = 1.50% Number of…
Q: You have taken a loan of $150,000 at an interest rate of 6% (annual). If the number of monthly equal…
A: Monthly payments towards interest and principal are based on the interest rate, beginning loan…
Q: A student will receive P 3,000 at the beginning of each 3 months for 4years. What is the sum of the…
A: Quarterly payment (P) = P 3,000 Period of payment = 4 Years Number of payments (n) = 4*4 = 16 Annual…
Q: If P 1,000 is saved for a year at a rate of 10% interest compounded quarterly, calculate the…
A: The interest on a mortgage or bank that is calculated based on both the initial principle and the…
Q: Find the discount and percent value for the following debts: a. BD 850 for 4 years with a simple…
A: Simple interest doesn't involve compounding of interest.It is quite simple to calculate annual…
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A: Short-term notes payable is a current liability of the business as the repayment is to be made in…
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- Consider a five-year fixed - payment security that has a present value of $1,500. If the annual rate of discount is 2 percent, the payment made at the end of each year is Question 9 Select one: a. S231.77. b. $288.24. c. S 300.00. d. $310.00.A. Find the present value of $10,000 received at the start of every year for 20 years if the interest rate is J1 = 12% p.a. and if the first payment of $10,000 is received at the end of 10 years. Draw a timeline for this question and solve? Timeline is compulsory.The discount rate on a T-Bill is always a simple annual interest rate, using the formula, D= PVrt where D is discount, PV is present value, r is rate and t is time years. The maturity times and discount rates for $20,000 T-bills sold on July 8, 2019, are given. Find the discount amount and the price of each T- bill. (a) one year; 0.52% (b) six months; 0.35% (c) three months; 0.26%
- What's the future value of $1,300 after 5 years if the appropriate interest rate is 6%, compounded monthly? Select one: a. $1,683.36 b. $1,928.86 c. $1,385.27 d. $1,753.51 e. $1,841.181. Assume that $1,000 is to be received 30 years from today. Compare the present values obtained using 0.05 and ó.20 as rates of discount.At an annual effective rate of interest i = 2%, find the AV of a 22-year annuity immediate with annual payments such that the first payment is 62, and each payment thereafter decreases by 1. Possible Answers A 1227.59 B 1267.25 C 1397.58 D 1407.51 E 1427.59
- An annuity pays $54 per year for 28 years. What is the future value (FV) of this annuity at the end of those 28 years, given that the discount rate is 8%? A. $5,148.30 B. $7,207.62 C. $6,177.96 D. $3,088.98You are given the following term structure of spot interest rates: Time (in years) Spot Interest Rate 3% 2. 3.5% 3. 4% 4. 5% A three-year annuity-immediate will be issued a year from now with annual payments of 1.000. Using the forward rates, calculate the present value of this annuity a year from now. O A. 2643 OB. 2725 OC. 2828 D. 2905 O E. 3021Assume a 360 day year, when a 48,000, 90 day, 8% interest bearing note payable matures, the total payment will be around your answer to the nearest whole dollar.
- Annuity A pays 1 at the beginning of each year for five years.Annuity B pays 1 at the beginning of each year for four years.The Macaulay duration of Annuity A at the time of purchase is Σ/10. Both annuities offer thesame yield rate.Calculate the Macaulay duration of Annuity B at the time of purchase. Σ=22An annuity pays $13 per year for 42 years. What is the future value (FV) of this annuity at the end of that 42 years given that the discount rate is 4%? OA. $817.59 B. $1,635.18 OC. $1,362.65 D. $1,907.71 ...What's the future value of $1,225 after 5 years if the appropriate interest rate is 6%, compounded monthly? a. $1,900.19 b. $1,652.34 c. $1,751.48 d. $1,371.44 e. $1,272.30