Exam 2: The Time Value of Money: All Dollars Are Not Created Equal

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Looking at a future value of $1 table,you find the number 4.661 for 20 years and 8%.This means that a dollar invested today will grow to $4.661 at the end of 20 years.

(True/False)
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At an 8% rate,you must invest $5,000 to have $10,000 in about 6 years.

(True/False)
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Inflation decreases the purchasing power of money.

(True/False)
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The present value of $500 received at the end of each of the next three years is $1,243 (assuming a 10% interest rate).

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In relation to an ordinary annuity paid in any given year,an annuity due is

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Ideally,the ending balance in our savings plan is zero.

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Given recent market experience a dollar today is worth

(Multiple Choice)
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Young people most likely prefer a savings schedule with

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Discounting is the process of reducing future values to present values.

(True/False)
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You can double your investment in 6 years if you can earn 12% on your investments.

(True/False)
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Most young people prefer a savings schedule with decreasing annual deposits to the savings account.

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An annuity contract will pay you $4,000 a year (end of year)for the next three years.Or,you can choose to receive $12,610 at the end of the third.Assuming that you can earn 8% on investments,you should

(Multiple Choice)
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Discounting is the process of reducing future values to present values.

(True/False)
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The first step in goal planning is setting up a budget.

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You will buy a lottery ticket.If you win,you have a choice of receiving $995,000 now or three equal end-of-year payments of $400,000.You should take the payments

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Which item below is not associated with goal planning?

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Years with negative balances in the savings schedule implies that loans would be needed to achieve the goals.

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Compounding is the process of increasing present value to future value.

(True/False)
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Assuming a discount rate of 10%,the present value of $1,000 received one year from now is

(Multiple Choice)
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You will need $228,790 in 28 years to supplement your retirement funds.If you can earn 8% interest,you must save $________ each year.(Table or calculator required. )

(Multiple Choice)
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