Determine F equivalent values for a geometric sequence of cashflow that rate increase is 20% per year after the first year, and the interest rate is 25% per year for four years. The first-year cash flow is $1,000.
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- The profit that Johnny got from selling fish have increased at a constant rate of P1100 in each of the last 3 years. If this year’s profit (end of year 1) is expected to be P6000 and the profit trend continues through year 5, a.) Draw a cash flow diagramb.) what will the profit be at the end of year 5c.) what is the present worth of the profit at an interest rate of 8% per year?Consider an EOY geometric sequence of cash flows in which the first payment made was P2,000. This is continued for 5 years. Determine the Present equivalent values. The rate of increase is 20% per year after the first year, and the interest rate is 25% per year. Your answerDetermine the annual equivalent amount over 4 years for the following cash flow (CF) pattern. The nominal interest rate is 5%, and it is compounded monthly. (EOY = end of year) EOY 0, CF = -$16,500 • EOY 1, CF = -$3,000 • EOY 2, CF = $3,000 • EOY 3, CF = $7,000 • EOY 4, CF = - $7,000 ·
- = 4. Calculate the present equivalent at i 15% per year using arithmetic gradient interest factors when the first year cashflow is $-8,000 and decreasing $1,000 per year until year 4. 5. Determine F equivalent values for a geometric sequence of cashflow that rate increase is 20% per year after the first year, and the interest rate is 25% per year for four years. The first-year cash flow is $1,000.If you deposit $9,000 now, and youwithdraw it after six years at 9% annualinterest, what is the interest earned in the 3rd yearK How much money should be deposited annually in a bank account for five years if you wish to withdraw $6,000 each year for three years, beginning five years after the last deposit? The interest rate is 2% per year. Click the icon to view the interest and annuity table for discrete compounding when i=2% per year. The annual deposit amount should equal $ per year. (Round to the nearest dollar.)
- You are helping a family member plan for retirement. They plan to retire in 20 years from now and at 21 years from now, they want to withdrawal $65,000 per year for the next 25 years. If they make consistent deposits starting 1 year from now until their retirement, how much do they have to deposit every year at 6.5% interest?Leon and Heidi decided to invest $2,500 annually for only the first seven years of their marriage. The first payment was made at age 25. If the annual interest rate is 12%, how much accumulated interest and principal will they have at age 70? Click the icon to view the interest and annuity table for discrete compounding when /= 12% per year. .. The accumulated interest and principal will equal S nearest dollar) (Round to theSolve all A 40-year-old Ministry of Finance officer is planning to save money for retirement. He intends to deposit 5% of his salary. 1. In the present year, he deposited 600,000 baht from his salary, and after this he intends to deposit another 50,000 baht a year every year from year 1 to year 10. At the end of 10 years, how much will he have in the account with the interest rate of 6% per year? 2. If he changes his mind to start saving at the age of 45, how much will he have to deposit with the same amount per year in order to get the equal equivalent amount as the amount received from the first form of deposit?
- When you take your first job, you decide to start saving right away for yourretirement. You put $ 5,000 per year into the company’s 401(k) plan, whichaverages 8% interest per year. Five years later, you move to another job andstart a new 401(k) plan. You never get around to merging the funds in the twoplans. If the first plan continued to earn interest at the rate of 8% per year for 35 years after you stopped making contributions, how much is the account worth?Determine the present worth of the following cash flows if the interest rate is 4% per year: Year End Cash Flow ($) Click the icon to view the interest and annuity table for discrete compounding when the MARR is 4% per year. PW(4%) = $ (Round to the nearest dollar.) 0 - $8,000 1 - $15,000 (...) 2 $40,000 3 $45,000 4 - $2,0008. Consider a series of cash flows that begins with $1000 received at the end of year 7. At the end of year 8, you receive $1100, and $1200 at the end of year 9. This pattern of increasing cash flow receipts occurs through the end of year 20. What is the present equivalent value (time 0) of this cash flow series when the interest rate is 8% per year?