A 24-year-old December 2019 graduate has decided he wants the equivalent of $2,500,000 in January 1, 2020 buying power to be available exactly 40 years later on January 1, 2060. He plans to make his first investment of $Z on January 1, 2021 and every year thereafter, with the last payment of $Z on January 1, 2060. He can earn 8% on his money and expects inflation to run 5%. Solve, a. How many actual dollars will there be in his account immediately after his last deposit? b. What is $Z?

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Sarah Wiggum would like to make a single investment and have $1.2 million at the time of her retirement in 30 years. She has found a mutual fund that will earn 4 percent annually. How much will Sarah have to invest today? If Sarah invests that amount and could earn a 14 percent annual return, how soon could she retire, assuming she is still going to retire when she has $1.2 million? Click on the table icon to view the PVIF table To have $1.2 million at retirement, the amount Sarah must invest today is $ (Round to the nearest cent.)

A.) You want to have $350,000 saved up by the time you retire in 30 years, How much would you need to deposit each month into a savig account earning 6.5% annual interest to achieve this goal? Round to the nearest cent, if necessary.  Excel formula: Your answer:

Suppose an investor, Erik, is offered the investment opportunities described in the table below. Each investment costs $1,000 today and provides a payoff, also described below, one year from now. Option Payoff One Year from Now 1 100% chance of receiving $1,100 2 50% chance of receiving $1,000; 50% chance of receiving $1,200 3 50% chance of receiving $200; 50% chance of receiving $2,000   If Erik is risk averse, which investment will he prefer? The investor will choose option 1.   The investor will choose option 2.   The investor will choose option 3.   The investor will be indifferent toward these options.     Which kind of stock is most affected by changes in risk aversion? High-beta stocks   Low-beta stocks   All stocks are affected the same, regardless of beta.   Medium-beta stocks

Sally enters into an investment that will guarantee her 5% year if she deposits $2045 each year for the next 10 years. She must make the first deposit one year from today. How much will she have when she makes her last payment 10 years from now? (Please use excel function = FV) to solve

Let us develop a savings plan for your retirement. We will assume that you will be fin-ished with your schooling by age 25, and work for 40 years to retire at age 65. Let us (verygenerously and optimistically) imagine that you will receive a substantial graduation giftof $10,000, and will open an investment account with it that (again, quiteoptimistically) can be expected to reliably pay 8% interest, compounded continuously. Inaddition, you will plan to save a portion of your paycheck each week, for a total of D dollarsper year, every year. Determine D, i.e how much you need to add to your account from yourearnings every year, in order to retire with a princely sum of $2,000,000 in your retirementaccount.

Suppose an Investor, Erik, is offered the Investment opportunities described in the table below. Each Investment costs $1,000 today and provides a payoff, also described below, one year from now. Option Payoff One Year from Now 1 100% chance of receiving $1,100 2 50% chance of receiving $1,000 50% chance of receiving $1,200 3 50% chance of receiving $200 50% chance of receiving $2,000 If Erik is a risk neutral investor, which investment will he prefer? O Erik will be indifferent toward these options. Erik will choose option 1. Erik will choose option 2. Erik will choose option 3. In contrast, Erik's brother, Devin, is risk averse. Which of the following statements is true about Devin? Everything else remaining constant, Devin will prefer option 1. Everything else remaining constant, Devin will prefer option 2. ○ Everything else remaining constant, Devin will prefer option 3. O None of these options is preferred.