Find the present value of the cash flow with First deposit being 0 and linear gradient being 70
PV = 0(P/A, 2%, 5) + 70*(P/G, 2%, 5)
= 70*9.2403
= 646.82
Now find the annual equivalent = 646.82 * (A/P, 2%, 5)
= 646.82*0.2122
= 137.23
Select 137.23
Find the value of T, the equivalent uniform flow of the given set of flows, if...
Find the value of x below such that the positive cash flows will
be exactly equivalent to the negative cash flows, if the interest
rate is 10% per year
Find the value of x below such that the positive cash flows will be exactly equivalent to the negative cash flows, if the interest rate is 10% per year. $700 $700 Answer: Year 0 1 2 3 4 5 6 7 8 9 10 11 12 HHHHHHHHHHHH Equation: $800 $800 $950
For the cash flows shown below, determine the present worth & the equivalent uniform worth in years 1 through 5 at an interest rate of 18% per year compounded monthly. Draw the cash flow diagram as well. (6+ 2 + 2 pts) Year 0 1 2 3 4 5 Cash Flows, S 0 200,000 0 350,000 0 400,000
Find the value of X so that the two cash flows below are equivalent for an interest rate of 8.25% i=8.25% per period
Find net annual worth for the following cash flows at 5% interest: Year 1 2 3 4 5 Cash flow $400 500 600 700 -2000 i) Find equivalent uniform annual benefits for 5 years for positive cash flows. ii) Find equivalent uniform annual costs for 5 years for negative cash flow. ii) Determine net annual worth.
1. Find the value of Y that is equivalent to the cash flow on left at an annual interest rate of 4%. 3Y 1800 300 o 1 2 3 4 5 6 = yrol 2 3 4 5 6 2. You bought a used car with no down payment and agreed to pay for it with a single payment of $6,250.00 after 5 years. Assuming compounding every 4 months and interest rate per interest period at 1.5%: a) What was...
Find the present equivalent value of a series of cash flows. We expect an $5,103 series of positive cash flows annually, and in addition negative cash flows of 5,524 in 3rd year and 10,908 in 5th year of operation. Assume an interest rate of 0.09, and 8 years of operation.
Find the Future Value (FV) of the following set of unequal cash flows: Year 1: 1,000; Year 2: 1,500; Year 3: 0; Year 4: 2,500; Year 5: 3,000. Assume a 6% interest rate. Try to solve the problem using both algebra and the cash flow worksheet on the calculator. Select one: O a. $7,017.54 O b. $8,721.08 O c. $10,576.68 O d. $9,210.60 e. $8,322.01
12. (30.0 pts) For the cash flow profile and interest rates given in the table below: Year 0 1 2 I Cash flow ($) -1,500 -2,000 0 3,800 1,200 Interest rate/year N/A 3% 4% 2% 4% a. (15.0 pts) Determine the value of the cash flow profile at year 2. b. (15.0 pts) Find the equivalent uniform series from year 3 to 4 (a uniform series with 2 cash flows - one at year 3 and another at year 4).
(6 points) What uniform annual series of cash flows over a 12-year period is equivalent to an investment of $5,000 at t = 0, followed by receipts of $600 per year for 11 years and a final receipt of $1,600 at t = 12 if the investor's time value of money is 6% per year? Solve mathematically and by factor notation.
For the following cash flow diagram, with 10% per year, Find a) The equivalent single (lump sum) cash flow at end of year 4 (18 points) b) The amount of the uniform annual equivalent cash flows (annuity) at the ends of years 1 to 5 (7 points) $700 00$200 0 5 $200 $500! $800