If money is worth 12% compounded bimonthly, what quarterly savings is required in order to have P320,000 at the end at the end of 5 years O P25,323.94 O P21,538,77 O P16,223.64 O P10,974.38

Q: You deposit P10,000 today in savings account that pays 3% interest, compounded annually. How much…

A: A study that proves that the future worth of the money is lower than its current value due to…

Q: pounded quar

A: We need to find the amount of money that must be invested to accumulate P200,000 in 3 years and 3…

Q: Assume you put $200 per month into a retirement account for 14 years, and the account has an APR of…

A: Present Value  The present value is the value of cash flow stream or the fixed lump sum amount at…

Q: 10. If money is worth 8% compounded quarterly, what quarterly savings is required in order to have…

A: Quarterly compounding refers to the amount of interest earned on a quarterly basis on an account or…

Q: If you deposit $100 in a savings account at the end of each month for 2 years, the balance will be a…

A: Ordinary Annuity means a series of equal payments that are made over a fixed length of time at the…

Q: How much will a $100 deposit made today be worth in 10 years if interest is compounded quarterly at…

A: Future value of the deposit includes the amount being deposited and amount of interest accumulated…

Q: need $20,000 five years from now. The account pays 9% compounded annually. If you will receive…

A: Present value is the equivalent value today of the future cash flow based on the time and interest…

Q: what would be the value of a saving account started with 2800, earning

A: The estimated value of a financial asset or investment at a particular future date, accounting for…

Q: What principal you have to deposit in a 4.5% savings account compounded continuously in order to…

A: Time value of money (TVM) refers to the concept which proves that the value of money today is higher…

Q: "If a single deposit of $500,000 is made today, earning 8% interest, compounded QUARTERLY, how much…

A: In the given question, $ 500,000 are invested at 8% compounded quarterly for 10 years. Since…

Q: At a return rate of 20% per year, the amount of money you must deposit for five consecutive years…

A:

Q: Assuming an interest rate of 6.88% compute how much income you will have each month if you save $500…

A: A fixed amount of money paid to an individual throughout, without any end is known as an annuity.…

Q: you buy a store worth $250,000 with 20 percent down. The balance is to be paid off with equal annual…

A: Purchase Price of Store = $250,000Down Payment rate = 20%Time = t = 30 YearsInterest Rate = r = 9%

Q: Suppose that you deposit $200 at the end of each month into an account paying an expected annual…

A: given, monthly compounding N    =10 x 12 = 120I    =3%12PV   =0PMT =200   FV    = need to find

Q: You put $1, 000 into a savings account today that offers a 5% APR with semi-annual compounding…

A: Number of period is 4 (2 x 2).

Q: How much do you need to invest today, at 0.5% interest per year, in order to have $75,000 in 15…

A: Future value (FV) = $ 75000 Interest rate (r) = 0.5% Period (n) = 15 Years

Q: How much should you deposit each month in order to save $20,000 in five years? The account you will…

A: Details: RATE (5.75%/12) 0.479167% PERIOD  (12*5) 60 PRESENT VALUE $0 FUTURE VALUE $20,000

Q: You wish to accumulate $100,000 through monthly payments of $100. If you can earn interest at an…

A: To calculate the time period for a required future value with given periodic deposits at a given…

Q: How much money would you need to place in an account to have $1,000 10 years from today? Assume the…

A: The formula used as follows: Present value=Future value1+innt

Q: How much money should be invested in an account that earns 3% interest, compounded monthly, in order…

A: Present value refers to the value of a future amount of money at the current time, factoring in a…

Q: How many years will it take to save $100000 if you place $1900 per month in an account that earns 4%…

A: Time value of money refers to the concept that money available today is worth more than the same…

Q: How much would you have in your account at the end of 10 years if you deposit $2,000 into the…

A: Solution Continuous compounding is where the compounding is done continuously Mathematically Future…

Q: You deposit $400 at the end of each month into an account earning 3.7% interest compounded monthly.…

A: Future Value (FV) is a financial concept that represents the projected worth of a sum of money at a…

Q: What will a deposit of $2500 at 7.8% compounded semiannually be worth if left in the bank for six…

A: Formula for Future Value FV=PVx(1+r/2)nxt Where, FV = Future Value PV = Present Value r = rate of…

Q: Assuming an interest rate of 10%, how much (rounded to nearest dollar) will need to be deposited in…

A: Annual deposit = Accumulated saving at the end of 8th year / Future value factor at 10%, 8 years

Q: You invest $8,500 in a savings account that pays interest of 4.8% compounded monthly. To the nearest…

A: The future value function is applied when the investor wants to know how much he/she will get after…

Q: What equal annual deposits must be made at t = 2, 3, 4, 5, and 6 in order to accumulate $25,000 at t…

A: Future value is the value of current cashflow compounded to the future date at specified rate.…

Q: If you deposit $150 dollars into your savings account at the beginning of each month, and that…

A: Future value is an estimate of the future cash flows ​​that may be received at a future date,…

Q: How much should you deposit into an account that pays 3.6% compounded monthly if you want to have…

A: The time value of money implies that the cash in hand at present has a higher value than the cash…

Q: If you deposit $2,000 into an account at the end of each of the next 40 years, at 4.5% interest, how…

A: It can be solved using  In excel FV (rate, nper, pmt, [Pv], [type]) Rate The interest rate for the…

Q: If you make monthly deposits of $2,960 into your savings account for the next 25 years, what return…

A: Compound = Monthly = 12Payment = p = $2960Time = t = 25 * 12 = 300Future Value = fv =…

Q: If for the next 30 years you place $2,000 in equal year-end-deposits into an account earning 5% per…

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

Q: need $20,000 five years from now. The account pays 9% compounded annually. If you can receive…

A: Present value is the equivalent value today of the future cash flow based on the time and interest…

Q: Suppose you invest $3,800 today in an account that earns a nominal annual rate (inom) of 12 percent,…

A: Compound = Quarterly = 4Present Value = pv = $3800Interest rate = r = 12 / 4 = 3%Time = t = 12 * 4 =…

Q: What will a deposit of $4500 at 7.8% compounded semiannually be worth if left in the bank for six…

A: N  = 6 years * 2 semi-annual period in a year = 12 I% = 7.8 PV = - 4500 Pmt = 0 P/Y = 2 (as…

Q: A saving plan offered by the Charles Schwab Corporation offers 7% per year. How much money must be…

A: Interest rate (r) = 7% Let the annual deposit = A Future value of annuity due = $79142 n = 9 years

Q: If you put $10 in a savings account at the beginning of each year for 11 years, how much money will…

A: We can determine the amount at the end of the 12th year using the PV of annuity due formula and…

Q: If you deposited $10,000 each year for 10 years and the interest rate is 5.00%, what is the value at…

A: INFORMATION: RATE 5% YEARS 10 PMT (MONTHLY DEPOSIT) 10000 PRESENT VALUE $0

Q: How much will $7500 in savings today be worth 5 years from now if it earns 6%, compounded monthly?…

A: Compound = Monthly = 12Present Value = pv = $7500Time = t = 5 * 12 = 60Interest Rate = r = 6 / 12 =…

Q: . If you were to deposit $399.27 into an account today that pays 8% interest annually, with a…

A: Present Value = pv = $399.27Interest Rate = rate = 8%Payment = pmt = $100Time = nper = 5 Years

Present Value

Present value (PV) is defined as the current or present value of all future sums of cash flow or money at a specified rate of return. This rate of return is known as the discounted rate, which is essentially the interest rate, discounted over some time. The expected cash flows are discounted at a discount rate to compute the present value. The higher the discount rate, the higher the future value (FV), but the lower the present value.