For the cash flows shown, determine the equivalent future worth in year 10 at aninterest rate of 2.5% per month.Year2357810Cash Inflows,250250250250250250250 250 250(a) The compounding period is:(a) The payment period is:(c) The effective interest rate per compounding period is:(d) The effective interest rate per payment period is:(e) The general equation (without numbers) for calculating the equivalent futureworth is:(f) After plugging in the numbers, the equation for calculating the equivalentfuture worth is (calculation is NOT required):6,6.4)

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Answered: For the cash flows shown, determine the…

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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For each of the following annuities, calculate the annual cash flow: Note: Do not round intermediate calculations and round your answers to 2 decimal places, e.g., 32.16. Cash Flow Present Value Years Interest Rate $ 33,400 6 7% $ 31,150 8 5 $ 174,500 20 10 $ 248,700 22 9 M
7. Future value of annuities There are two categories of cash flows: single cash flows, referred to as "lump sums," and annuities. Based on your understanding of annuities, answer the following questions. Which of the following statements about annuities are true? Check all that apply. O An annuity is a series of egual payments made at fixed intervals for a specified number of periods. O Ordinary annuities make fixed payments at the beginning of each period for a certain time period. O An annuity due is an annuity that makes a payment at the beginning of each period for a certain time period. O An annuity due earns more interest than an ordinary annuity of equal time. Which of the following is an example of an annuity? O An investment in a certificate of deposit (CD) A lump-sum payment made to a life insurance company that promises to make a series of equal payments later for some period of time Luana loves shopping for clothes, but considering the state of the economy, she has decided…
Determine the present equivalent value of the cash-flow diagram of the shown figure, when the annual interest rate, ik, varies as indicated.
A certain some of money P draws interest compounded continuously. If a certain time there are Po dollars in the account, determine the time when the financial attains the value of 2Po dollars if the annual interest rate at 2%
One of the categories of options available to investors and speculators is LEPOs. Assuming 7.00 per cent margin, what would be the percentage return and dollar profit to an investor who purchased one LEPO (for 1000 shares) for a premium of $26 220 and later closed out the position when the LEPO premium was $28 430?
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1. What is the total present value of the cash receipts X today (at time 0) if interest is 4.4% payable quarterly?2. What is the total accumulated value of the cash receipts X right after the last payment (at time 10) if interest is 4.4% payable quarterly?3. What is the total interest earned at the end of the term of this cash flow?4. How much is the cash receivable X by Rafa at the end of each quarter at the same interest charged if its net present value is 50,000?5. Ken receives Y at the end of each semiannual period over the same term at 2.5% interest payable semiannually for this cash flow. Calculate Y if its total worth today is 50,000.6. For the previous problem who earned more based on the net value of their cash receipts at the end of the term? Ken or Rafa?
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1. Discounted Payback (DCPB) and IRR analysis. Use the cash flow situation (table below) to answer. a. Determine the DCPB based on a MARR rate of 8.0% b. Determine the IRR Year Cash Flow (in $1000's) 0 1 -5500 +1500 2 +1800 3 +1500 4 +1800 5 6 +1500 +1800 7 +1500
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Single Cash Flow Present Value Inputs Single Cash Flow $1,000 Discount Rate/Period 6% Number of Periods 5 Present Value using a Time Line Period 1 2 3 4 Cash Flows Present Value of Each Cash Flow Present Value Present Value using the Formula Present Value Present Value using the PV Function Present Value

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