The sum of P4200 will be withdrawn from a fund at 3-month intervals, the first withdrawal to be made 3 months hence. The principal in the fund at present is P48,000, and the interest rate of the fund is 7 percent per quarterly period. How many withdrawals can be made, if it is necessary to maintain a minimum balance of P6000 in the fund? Round your final answer to 4 decimal places, do not round your intermediate solutions.

Q: Determine the present value of the following single amounts. Note: Use tables, Excel, or a financial…

A: Approach to solving the question: Just go through the answer,all details are mentioned briefly. For…

Q: Using a financial calculator, simplify the following expression. 18.49(1.065) 35 (1+0.065) -1 0.065…

A: Payment = p = 18.49Interest rate = r = 6.5%Time = t = 35

Q: If A = $1, 400, P= $1,200, andt = 5, solve A = P(1+r)* for r.

A: Computation:

Q: ven that i = 0.05, calculate the present value of the following series of payments: Time 0 1 2…

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

Q: Use technology and the future value formula to find i. FV = $8,687; PMT= $600; n = 10; i = ? (Round…

A: Future value is worth of today's money in future after a specified time period at a given rate of…

Q: Pulangan Geometrik = __% Geometric return=_%

A: To determine the geometric mean, we first need to compute the change in price using the formula…

Q: Could you explain how you got $44,139.39. What are the specific calculations for NPV(15%B3:B12)?

A: Net Present Value: It represents the present worth of a project in terms of absolute profitability.…

Q: Solve the following problem. PV = $18,372; n = 79; i = 0.021; PMT= ?; PMT=$ (Round to two decimal…

A: Data given: PV=$18,372 n=79 i=0.021 PMT= ?

Q: steps to calculate r

A: To solve for r, Trial and error method can be used by entering random values or r can be computed by…

Q: an you explain why you used the 2800$

A: Allowance for doubtful accounts refers to the account which decreases the asset amount and allowance…

Q: Solving for "Rate" Solution This formuala calculates the rate of return when the present value,…

A: The rate in time value of money refers to the interest rate used to calculate the present value of…

Q: Determine the future value of the following single amounts. Note: Use tables, Excel, or a financial…

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

Q: How many internal rate of return IRRs (the maximum) are suggested by Descartes' rule of signs? 7,000…

A: For unconventional cash flows, Descartes' Rule of Signs states that the maximum number of Internal…

Q: (3] PMT = (Cash flow at regular intervals, A) -PMT(rate.nper,Pv,Fv.type) PMT=(1%,n,Pv,Fv) F=S 2000…

A: Present Value = -5,000 Future Value = 2000

Q: Each of the following situations is independent. You may use any computational approach (table,…

A: Future value refers to the value of a current asset at some future date affected by interest or…

Q: Use the formula . Calculate FV for each set of values.     R = $100, i=0.025, n = 15 R = $200, i=,…

A: The questions in part 2 and 3 do not consist of interest rate (i). Hence assuming random values for…

Q: how come the CLV will be this,  "CLV = ($30 * $24) / (1 + 0.1 - 0.9) = $72"

A: This is a follow-up question.The selling price per unit = $5Number of purchase by single customers =…

Q: 1000 x (1+r)"

A: Given: PV = 1,000, r = 0.089, n = 13 Formula: V*(1+r)^n

Q: L(RS, YUS) = 10 YUS RS +1

A: The solution to the equation L(RS,YUS)=10 YUS RS+1 is:RS=10YUSL(RS,YUS)−1 ​This can be found by…

Q: Solve for IRR  0 = -100000 + 10000/(1+IRR) + 40000/(1+IRR) ^2 + 40000/(1+IRR) ^3 + 40000/(1+IRR) ^4…

A: Internal Rate of Return (IRR): When estimating the profitability of possible investments, the…

Q: Suppose A=D+E, E=$350,000 and E/A=0.7. Solve for D.

A: Given data: A=D+E,E=$350,000, and EA=0.7

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.