eposit $220 at the beginning of each of the 15 years, using interest at 7% per year, how much he will have in his saving a

Q: Abby has decided to invest $60 at the end of each month into a retirement plan that has an annual…

A: Computation of the money that will be saved by Abby at the completion of 8 years is shown:

Q: Mark deposits $50,000 now into an account which will eam interest at a rate of 7% per year, how much…

A: Present value = $50,000 Interest rate = 7% Number of years = 4

Q: Bill Jones plans to deposit $2100 at the end of every 6 months for the next 20 years into an annuity…

A: Calculation of the total value of the annuity at the maturity is shown below: Hence, the total…

Q: Chris decides to take out a loan for $60, 000 for 6 years at 5% monthly. If he pays an extra $200…

A: Here,LoanAmount is $60,000Time Period is 6 yearsInterest Rate is 5%Compounding Period is Monthly i.e…

Q: Gabriel is able to save 10,000 pesos every month from his salary. If he decides to invest in a…

A: >Future value of any amount invested is the sum total of amount invested and the interest earned…

Q: Aidan deposits $1000 at the end of each quarter in an account that pays 5.25% per year, compounded…

A: Solution: An equal amount invested every period is called annuity. So, future value of annuity = PMT…

Q: jose has determine dhe need to have $800000 for retirment in 30 years. His account earns 6%…

A: Amount need to be deposited in the account each month can be calculated using the formula of future…

Q: how much must brix save in his account at the end of each month in order to have 125,000.00 at the…

A: Monthly Compounding Interest Rate = 5.88%/12 = 0.49% per month Time Period = 5 years × 12 = 60…

Q: Ava Darling plans to buy a home and can deposit $1,772 per year for the next 5 years.. If the annual…

A: To calculate the future value of Ava Darling's deposits for the down payment, we can use the future…

Q: Derek will deposit $2,713.00 per year for 16.00 years into an account that earns 10.00 %, The first…

A: The concept of time value of money will be used here. As per the concept of time value of money the…

Q: Robert wants to deposit $300 into a fund at the beginning of each month. If he can earn 10%…

A: Given information : Monthly deposit = $300 Interest rate = 10% Tenure = 6 years

Q: Peter will deposit R100 in the 1st year into a savings account. Beginning 2nd year his  deposit will…

A: A financial product or investment known as perpetuity guarantees an endless stream of consistent…

Q: To secure the future of his son, a man plan to deposit P50,000 in a bank account every quarter for 5…

A: Effective interest rate There is different frequency of deposited amount and the compounding of…

Q: A son will receive 3000 pesos at the beginning of each 3 months for 4 years. What is the sum of this…

A: The given problem relates to concept of annuity. An annuity is a series of uniform cash flows over a…

Q: Mr. Ramos savings allow her to withdraw 50,000 semi-annually for 11 years starting at the end of 5…

A: Solution Concept This is the problem related to time value of money Present value is calculated by…

Q: Jake plans to contribute $3600 at the end of each year to his IRA. If he earns a return of 8.5%…

A: Future Value Future value  is the worth of any asset or any sum of money at a future date when such…

Q: Patrick makes payments of $250 per month at the end of each month. At the end of 10 years, he wants…

A: The rate of interest required to have the desired amount can be calculated with the help of rate…

Q: When Jasmine retires she has $950,000 in a retirement account that earns 6% annual interest,…

A: Using PMT function in excel

Q: Freya plans to invest $1,600 every six months for 25 years. How much will this investment be worth…

A: Given information: Investment every 6 months : $1,600 Time period : 25 years Rate of interest : 8.2%

Q: Seamus has made deposits of $84 into his savings account at the end of every month for 20 years. if…

A: STEP 1 Effective Rate The return on an investment or the amount of interest owing on a loan, when…

Q: How much should Ester save today if he wishes to obtain n$ 629.00 in 5 years time? He expects to…

A: Future value = $ 629.00 Period = 5 Years Annual interest rate = 70%

Q: Derek will deposit $2,713.00 per year for 16.00 years into an account that earns 10.00 %, The first…

A: Annual deposit=PMT=2713NPER=n=16yearsRate=r=10%PV=today value=$14955How much at the end of 50 years.

Q: Charlie wants to withdraw $12,000 each year forever from his account. At an interest rate of 6% per…

A: Perpetuity is the stream of cash flows or payments that are made at equal intervals that do not have…

Q: Peter deposits $75 at the end of each quarter for 15 years into an account that pays 3.14%…

A: Given data; payment amount= $75 number of years = 15 annual rate = 3.14% compounding frequency = 4…

Q: Bro decides to take out a loan for $50,000 for 5 years at 7% monthly. If he pays an extra $200 per…

A: Installment is the periodic amount paid by the borrower to the lender in order to pay back the loan…

Q: andez wishes to have $368,765 in a retirement account 15 years from now. What payment would Noime…

A: There is need of proper planning for the retirement and proper planning lead to have good money on…

Q: Derek will deposit $7,502.00 per year for 23.00 years into an account that earns 8.00%, The first…

A: The future value is the amount that will be received at the end of a certain period. In simple…

Q: Harry Taylor plans to pay an ordinary annuity of $6,000 annually for ten years so he can take a…

A: Ordinary Annuity is series to equalized payments received or made over periodic interval at end of…

Q: To secure the future of his son, a man plan to deposit P50,000 in a bank account every quarter for 5…

A: Solution:- When an amount is deposited each period at beginning of period, it is called annuity due.…

Q: IRA Anne Wright decides to invest $4000 in an IRACD at the end of each year for 10 years. If she…

A: Future value (FV) is the term which is described as the value of the current asset at the future…

Q: Harry Taylor plans to pay an ordinary annuity of ​$4,900 annually for ten years so he can take a​…

A: Future value of annuity = A x [{(1 + i)^n - 1} / i]where,i = interest raten = number of periodsA =…

Q: John and Rosamond want to retire in 10 years and can save $170 every three months. They plan to…

A: The Future Value of an Ordinary Annuity refers to the concept which gives out the compounded or…

Q: A man is planning to retire in 20 years. He wishes to deposit a regular amount every three months…

A: Annual payments he will receive = $95000 Time period = 18 years  Interest rate = 8% Compounding =…

Q: Poonam wants to invest in an account today to have S4000 at the end of 8 years. If she can invest at…

A: As per the given information: Amount (A) = $4,000 Rate (r)= 4.25% Period (t) = 8 years To determine:…

Q: Beginning one year from today, Larry will begin investing $3,000 at the end of each year for five…

A: Introduction: Interest amount: Amount charged on principle value called as interest amount. Interest…

Q: A $1,000 par value bond was issued 30 years ago at a 12 percent coupon rate. It currently has 15…

A: A bond is a kind of debt financial instrument that is being issued by corporations and the…

Q: Ryan plans to deposit his annual bonus into a savings account that pays 3% interest compounded…

A: The compounding term refers to the interest on interest. The simple interest means the interest is…

Q: What interest rate must Bertha earn on her savings if she plans to make equal semiannual savings…

A: Data given: pmt= $12941 period= semiannual N=9 years nper=9*2=18 FV= $ 359,268

Q: Metehan Atay invests 550 pounds per week in the bank for an investment that will earn him 20% per…

A: An annuity is a sequence of periodic cash flows with a fixed amount at equal time intervals over a…

Q: Sally has decided to invest $70 at the end of each mouth into a retirement plan that has an annual…

A: Computation:

Amortized Loans

The term "amortization" refers to spreading the value of a loan or a debt over a series of regular payments or installments comprising of both the principal and interest amount. It generally involves the process where in the value of a loan or an intangible asset is written down over its maturity period.