Exam 6: Mathematics of Finance

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Suppose the Laus wish to save $36,000 for a down payment in three years.If they make payments at the end of every month into an account paying 7.5% compounded monthly,what size payments should they make?

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$50,000 per year at the rate of 10% yearly

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Suppose you invest an initial amount of $10,000 at an annual rate of 8.2% compounded monthly.Use a graphing calculator to graph the compound amount S as a function of the interest periods.Determine how long it takes for the investment to accumulate to $22,500.

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In order to establish a sinking fund of $125,000,how much will have to be invested at the end of each year at the rate of 11.2% compounded annually for 8 years?

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Find the present value of a future value of $4,200 due in 11 years at a nominal rate of 6% compounded monthly.

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A ball rebounds A ball rebounds    of its previous height after each bounce.If the ball is dropped from a height of 20 meters,how far has it traveled in the air when it hits the ground for the sixth time? of its previous height after each bounce.If the ball is dropped from a height of 20 meters,how far has it traveled in the air when it hits the ground for the sixth time?

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Suppose you have the opportunity to invest $6000 in a business venture such that you will be repaid $8000 in five years.On the other hand,you can put the $6000 in a savings account that pays 5.25% compounded monthly.Which investment is better?

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If an initial investment of $4000 grows to $5718 in six years,find the nominal rate of interest,compounded quarterly,that was earned by the money.

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Find the amount of an annuity consisting of payments of $100 paid at the end of each quarter for five years at the rate of 5% compounded quarterly.Also find the compound interest.

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To purchase land for an industrial site,a company agrees to pay $20,000 down and $10,000 at the end of every six-month period for 10 years.If the interest rate is 10% compounded semiannually,what is the corresponding cash value of the land?

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A trust fund is to be set up by a single payment so that at the end of 10 years there will be $1,000,000 in the fund.If interest is compounded continuously at an annual rate of 9%,to the nearest dollar,how much money should be paid into the fund initially?

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Suppose you leave an initial amount of $250 in a savings account for 20 years.If interest is compounded daily (use 365 times per year),use a graphing calculator to graph the compound amount S as a function of the nominal rate of interest.Determine the nominal rate of interest so that the amount doubles after 20 years.

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Given a payment of $800 per quarter for five years,use a graphing calculator to graph the present value A as a function of the interest rate per quarter r.Determine the nominal interest rate if the present value of the annuity is $14,000.

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The premiums on an insurance policy are $80 every six months,payable at the beginning of each six-month period.If the policy holder wishes to pay 1 year's premiums in advance,how much should be paid provided that the interest rate is 4.3% compounded semiannually?

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How much must be invested at an interest rate of 7.25% compounded quarterly to have $10,000 in two years?

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You have a choice of two banks.One bank pays interest at 5.54% compounded monthly and the other bank pays interest at 5.53% compounded daily (365 times a year).Which is the better choice? How much more would you make in one year if you deposited $1000?

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The function that gives the effective rate that corresponds to an annual rate of x interest compounded continuously is y = The function that gives the effective rate that corresponds to an annual rate of x interest compounded continuously is y =    - 1.Graph this on your graphing calculator in the window    ×    and discuss what the behavior means. - 1.Graph this on your graphing calculator in the window The function that gives the effective rate that corresponds to an annual rate of x interest compounded continuously is y =    - 1.Graph this on your graphing calculator in the window    ×    and discuss what the behavior means. × The function that gives the effective rate that corresponds to an annual rate of x interest compounded continuously is y =    - 1.Graph this on your graphing calculator in the window    ×    and discuss what the behavior means. and discuss what the behavior means.

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Find the present value of a future value of $4,650 due in 18 months at an effective rate of 4.55%.

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Find the present value of an annuity due with semiannual payments of $350 for 35 years at 6.25% compounded semiannually.

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Suppose that Tori can invest $13,000 in a business that guarantees her the following cash flows: $6000 at the end of 2 years,$5000 at the end of 4 years,and $4000 at the end of 6 years.Assuming an interest rate of 6% compounded monthly,find the present value of the cash flows.Is the investment profitable?

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