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![Home nert Page Layout Formulas Data Review View dd-Ins s Cut aCopy E AutoSum ー E ゴWrap Text в 1 프 . Ej-., Δ. : rーー 逻锂函Merge & Center. $, % , 弼,8 Conditional Format eCell Insert Delete Format Sort &Find & 2 ClearFe Select Edting Format Painter Formatting, as Table w styles. ▼ ㆆ ▼ Clipboard Alignment Number Cells AB AC AD AE AF AG 14578 2800 45 PARTİ 46 47 48 49 50 PART 2 51 52 53 54 PV= PMT YEARS = RATE NOTES STEP 1 8.00% RATE(T47,-T46,T45) WE CALCULATED RATE USING DATA GIVEN FOR 2 SERIES STEP 2 RATE = 8% EXCEL IS USED WE CAN ALSO USE TABLE STEP 3 THEN USE UNIFORM GRADIENT SERIES FORMULA AND WE GOT THE ANSWER 14578G/0.08 (1+0.08)A7-1/(0.08(1+0.08)A7)] 17/(1+0.08)A7] 14578G/0.08 *1.713824 1/(0.08 1.713824)1- 7/1.713824) 14578G/0.08 *(5.206369 -4.084433) 14578G/0.08 *(1.121936) 56 57 58 59 60 61 62 63 14578 *0.08/1.121936 1039.49 1039 ANSWER C:$1039 トト Sheet1 . Sheet2 . pw aw . CELL REFERENCE - aw CC | fv pv etc / ESL , decsion tree rules 福 130%](http://img.homeworklib.com/questions/8fa6fe60-6f76-11ea-845d-87b5220cf35a.png?x-oss-process=image/resize,w_560)
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A cash flow at time zero (now) of $14,578 is equivalent to another cash flow that...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a third serie which is a unitom gadent series what is the value ofGfor this third series over the same seven-year trmo rterval? Assume that the ash flow the end of year one is zero. Choose the comect answer below O A....
For the following cash flows, with 5% per year a. Draw a fully labeled cash flow...
For the following cash flows, with 5% per year a. Draw a fully labeled cash flow diagram b. Calculate the equivalent single cash flow at EOY O c. Calculate the equivalent single cash flow at EOY 6 d. Calculate the equivalent annuity cash flows for EOY 1 to 6 Cash Flow, $ 0 300 150 0 150 300 0 0 EOY 0 3 4 5 6 7
5. A geometric series gradient has a positive cash flow of $1,000 at EOY 1, and...
5. A geometric series gradient has a positive cash flow of $1,000 at EOY 1, and it increases 5% per year for the following 5 years. Another geometric gradient has a positive value of $2,000 at the EOY 1, and it decreases 6% per year for years two through five. If the annual interest rate is 10%, which geometric series gradient would you prefer? (4.12)
7) (30 points) First draw a cash flow diagram for the cash flow series given below....
7) (30 points) First draw a cash flow diagram for the cash flow series given below. Then, write an expression (e.g., F-500(PA 5%, 3) + 100(FIG 5%, 3)) to compute the future value of the cash flow series at the end of year 10. You must use at least one uniform series factor, one arithmetic gradient series factor, and one geometric gradient series factor and 10% per year compounded annually. No calculations are needed. 10 Cash 1,000 3,000 3,300 -3,600...
A cash flow series is increasing geometrically at the rate of 9% per year. The initial...
A cash flow series is increasing geometrically at the rate of 9% per year. The initial payment at EOY 1 is $4,000, with increasing annual payments ending at EOY 20. The interest rate is 16% compounded annually for the first seven years and 4% compounded annually for the remaining 13 years. Find the present amount that is equivalent to this cash flow.
A factor that relates a single cash flow in one period to another single cash flow...
A factor that relates a single cash flow in one period to another single cash flow in a later period is Select one: a. the sinking fund factor. b. the capital recovery factor. c. the annuity conversion factor. d. the compound amount factor. e. the uniform series compound amount factor.
12. (30.0 pts) For the cash flow profile and interest rates given in the table below:...
12. (30.0 pts) For the cash flow profile and interest rates given in the table below: Year 0 1 2 I Cash flow ($) -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).
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a thied sene which is a uniform gradient series What is the value of G for this third series over the same seven-year ime interval? Assume that the cash flow at the end of year one is zero. Choose the comect answer...
A cash flow at time zero (now) of $14,551 is equivalent to another cash flow that is an EOY annuity of $2,700 over seven years (starting at year 1). Each of these two cash-flow series is equlvaient to a third serie which is a unitom gadent series what is the value ofGfor this third series over the same seven-year trmo rterval? Assume that the ash flow the end of year one is zero. Choose the comect answer below O A....
For the following cash flows, with 5% per year a. Draw a fully labeled cash flow diagram b. Calculate the equivalent single cash flow at EOY O c. Calculate the equivalent single cash flow at EOY 6 d. Calculate the equivalent annuity cash flows for EOY 1 to 6 Cash Flow, $ 0 300 150 0 150 300 0 0 EOY 0 3 4 5 6 7
5. A geometric series gradient has a positive cash flow of $1,000 at EOY 1, and it increases 5% per year for the following 5 years. Another geometric gradient has a positive value of $2,000 at the EOY 1, and it decreases 6% per year for years two through five. If the annual interest rate is 10%, which geometric series gradient would you prefer? (4.12)
7) (30 points) First draw a cash flow diagram for the cash flow series given below. Then, write an expression (e.g., F-500(PA 5%, 3) + 100(FIG 5%, 3)) to compute the future value of the cash flow series at the end of year 10. You must use at least one uniform series factor, one arithmetic gradient series factor, and one geometric gradient series factor and 10% per year compounded annually. No calculations are needed. 10 Cash 1,000 3,000 3,300 -3,600...
12. (30.0 pts) For the cash flow profile and interest rates given in the table below: Year 0 1 2 I Cash flow ($) -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).
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