From the given cash flow diagram below, find the future value of the geometric gradient with unknown constant rate f = 0.06 at i = 0.113 compounded annually $500(1.06)¹ $500 $500(1.06) 14 F21=? 0 1 2 14 15 21 Years Round your answer to 2 decimal places.
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- A project does not necessarily have a unique IRR. (Refer to the previous problem for more information on IRR.) Show that a project with the following cash flows has two IRRs: year 1, 20; year 2, 82; year 3, 60; year 4, 2. (Note: It can be shown that if the cash flow of a project changes sign only once, the project is guaranteed to have a unique IRR.)If $ 650 is deposited at the end of each quarter into an account paying 11% compounded quarterly, how much money will be in that account after 6 years? Round your answer to two digits!Please answer along with the excel formulas - 1. Sue now has $125. How much would she have after 8 years if she leaves it invested at 8.5% with annual compounding? $205.83 $216.67 $228.07 $240.08 $252.08 2. Suppose you have $1,500 and plan to purchase a 5-year certificate of deposit (CD) that pays 3.5% interest, compounded annually. How much will you have when the CD matures? $1,781.53 $1,870.61 $1,964.14 $2,062.34 $2,165.46 3. Last year Rocco Corporation's sales were $225 million. If sales grow at 6% per year, how large (in millions) will they be 5 years later? $271.74 $286.05 $301.10 $316.16 $331.96
- Tara wishes to accumulate $25,000 in 5 years. Use the appropriate formula to find the sinking fund payment (in $) she would need to make at the end of each six months, at 4% interest compounded semiannually. (Round your answer to the nearest cent.)Suppose a certain manufacturer deposits $7,000 at the beginning of each 3 month period for 6 years in an account paying 8% interest compounded quarterly. (Round your answers to the nearest cent.) (a) How much (in $) will be in the account at the end of the 6 year period? $ (b) What is the total amount (in $) of interest earned in this account? $Find the accumulated value 28 years after the first payment is made of an annuity on which there are 5 payments of $200 each made at four year intervals. The nominal interest rate convertible semiannually is 6% Round your answer to two decimal places. 5130 14
- If you are expecting to get OMR 11240 at the end of 9 years; calculate its present value if the interest rate is 24.2% and is computed quarterly? Select one: O a. 1909.19 O b. 9046.11 O c. 1356.38 O d. 9064.11One of your customers is delinquent on hisaccounts payable balance. You’ve mutually agreed to a repayment schedule of $700per month. You will charge 1.3 percent per month interest on the overdue balance. Ifthe current balance is $21,500, how long will it take for the account to be paid off ?Margo borrows $1900, agreeing to pay it back with 2% annual interest after 16 months. How much interest will she pay?Round your answer to the nearest cent, if necessary.
- 5. Consider a 2-year CDS. Assume the conditional default probability is 9% in year 1 and 11% in year 2. Calculate the present value of the expected CDS payout per $1 of notional principal. Assume a 4% riskfree rate and 20% recovery given default.- Consider demand: x(p₁) = 400 — 2p1 At a market price of p₁ = $125 per unit: • Determine the social loss due to moral hazard when assuming: 1. Full insurance compared to uninsured 2. A co-payment of $50 compared to uninsured 3. A 75% coinsurance rate compared to uninsuredWe need to choose best among the three available investment alternatives high-risk stock, low-risk stock and savings account. Fixed payoff o: 500€ for savings account for the deposited amount. 200€ fixed fee needs to be paid towards trading charges. Payoffs details depends on market conditions as mentioned below. Which investment option you will choose and why? If you need any more details to solve this problem, please make your assumptions and list all the assumptions that you made. Market Up Market Same Market Down High Risk 1700 300 -800 Low Risk 1200 400 100 Probability 0.5 0.3 0.2