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Determine the value of (F/P,35%,15)
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- Calculate the factor (F/G, 10%, 5)Calculate APS when the value of savings is 250 and income is 800 (b) Can APS be greater than 1?Please no written by hand solutions Q3. An individual makes five annual deposit of $2000 in a savings account that pays interest at a rate of 4% per year. One year after making the last deposit, the interest rate changes to 6% per year. Five years after the last deposit the accumulated money is withdrawn from the account. How much is withdrawn?
- In this solution (see image attached), how did they get "0.5*(5 - P)*(10 - 2P)"?Make the following flow DIAGRAM: -50,000 - 1,000 (P/A, 6%, 2) (P / F, 6%, 1) + 5,000 (P / A, 6%, 4) (P / F, 6%, 3) -2,000 (P / F, 6%, 5)Given the indifference curve shown to the right K a. What is the marginal rate of substitution as you move from point G to point B?- (enter your answer as a fraction and note that the minus sign has been added)
- please solve from (a) to (c)Question 3 A charity organization will donate for the education of indigent students. The donation will be spent as follows: P1260154 annually for each of the 1st five years; P2440221 annually for each of the next five years; and P3388889 annually thereafter. The funding will begin one year after the organization is established. If the money earns 20% cpd. quarterly, what is the amount of the donation? Add your answer! Required information Consider the following factors. 1. (F/P,19%,34) 2. (A/G,23%,45) Find the numerical values of the factors using linear interpolation. The numerical value of factor 1 is The numerical value of factor 2 is
- Mandy would like to go on a backpacking trip through Europe after she graduates. She will graduate in 2 years and estimates the trip would cost $2,800. She deposits money into an account that earns 11% annually. How much would she need to set aside now to be able to pay for the backpacking trip? Click here to access the TVM Factor Table calculator. $A financial instrument makes continuous payments for 15 years. The rate of payment at time t is (100+10t) per annum, for 0 ≤ t ≤ 15 and the force of interest at time t is (0.05 +0.005t). (a) Calculate the present value of the annuity at time t = 0. (b) Calculate the accumulated value of the annuity at the end of 15 years. Solution:Find the correct numerical value for the following factors from the interest tables:a. (F/P,10%,20)b. (A/F,4%,8)c. (P/A,8%,20)d. (A/P,20%,28)e. (F/A,30%,15)