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Find the present-value equivalent to the following geometrically increasing series of payments.
(PLEASE show work starting with formula used.)
a. A first-year base of $4,000 increasing at 4% per year to year 15 at an interest rate of 17% compounded continuously. Answer: $23,659
b. A first-year base of $100 increasing at 10% per year to year 12 at an interest rate of 6% compounded continuously.
c. A first-year base of $7,000 increasing at 7% per year to year 20 at an interest rate of 19% compounded continuously.
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A firm purchased some equipment at a very favourable price of $30,000. The equipment reduced costs by $1000 per year during 8 years of use. After 8 years, the equipment was sold for $40,000. Assuming interest at 9%, did the equipment purchase prove t..
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emphasize why the need for instrumental variables arises and how authors have approached the problem. make sure to
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q. willie lohmann travels from city to city in the conduct of his business. every other year he buys a used car for
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