### what uniform series over the interval

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Answer to What uniform series over the interval (,) will be equivalent to a uniform series of , cash flows over the interval (,) based

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Definitions Probability density functionThe probability density function of the continuous uniform distribution is = { , The values of f(x) at the two boundaries a and b are usually unimportant because they do not alter the values of the integrals of f(x) dx over any interval, nor of x f(x) dx or any higher momentSometimes they are chosen to be zero, and sometimes chosen to be b a.

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What uniform series over the interval [,] will be equivalent to a uniform series of , cash flows over the interval [,] based on (a) a interest rate and (b) a interest rate show work.

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The equivalent present worth P of a uniform seriesA of end of period cash flows (investments) is shown in Figure a An expression for the present worth can be determined by considering each A value as a future worth F , calculating its present worth with the P F factor, Equation [], and summing the results.

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Uniform annual series and present valueGo to questions covering topic belowSuppose that there is a series of "n" uniform payments, uniform in amount and uniformly spaced, such as a payment every yearLet "A" be the amount of each uniform payment.

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A form of business organization in which a person conducts his business alone and entirely for his own profit, being solely responsible for all its activities and liabilitiesA man loans P , from a bank with interest at compounded annuallyHe agrees to pay his obligations by paying equal annual payments, the first being due at the

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Solution for What uniform series over the interval [,] will be equivalent to a uniform series of , cash flows over the interval [,] based on aA

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Answer to What uniform series over the interval [,] will be equivalent to uniform series of , cash flows over the .

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What uniform series over the interval [, ] will be equivalent to a uniform series of , cash flows over the interval [, ] if Note [, , means there will be a cash flow at EOY, EOY, EOY, etc with the last cash flow at EOY

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