Arithmetic gradient uniform series factor caculation example

2.5 – Arithmetic Gradients. An arithmetic gradient cash flow is one separately as a uniform cash flow series. Example 2.6 – Present worth of Arithmetic

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CE 314 Engineering Economy The term in the brackets is called the arithmetic-gradient uniform-series factor. The general equations for calculating total

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To find the uniform annual series, A, for an arithmetic gradient cash flow G: SnG S2G SG Where = To find P for the declining flow: S2000 S1500

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ound unt Present Worth Factor find P Given A P/A Arithmetic Gr Gradient Uniform Series Find A Given G A/G

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4-93. Consider an EOY geometric gradient which lasts for

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The equation for calculating the present worth of a geometric the present worth of a geometric gradient series is: Example 2.8 – Increasing Geometric Gradient.

A geometric gradient series is a cash g , i , n ) or geometric gradient series present worth factor for As with the arithmetic gradient series,

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… which only relies on the fact that the limit laws for series preserve the arithmetic of the series (pointwise, uniform); For example, the series

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… Calculation of P and F are Uniform series Example 4-8: Use P/G factor to find present value of the pure gradient portion of the cash flow Arithmetic Gradient

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Gradient series present worth factor. present value calculation for a gradient series ,000 ,250 Example – linear gradient

Factor Formulas . The table below Arithmetic Gradient to Uniform Series Factor. Takes a arithmetic gradient series and converts it to a uniform series.

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Engineering Economics 4-1 Uniform Gradient Amount (G): Example (FEIM): What factor will convert a gradient cash flow ending at t = 8 to a future

Arithmetic Gradient Series present value at 10% interest of the series of payments given in Example 2 above. an interest table gradient series factor,

ound unt Present Worth Factor find P Given A P/A Arithmetic Gr Gradient Uniform Series Find A Given G A/G

To find the uniform annual series, A, for an arithmetic gradient cash flow G: SnG S2G SG Where = To find P for the declining flow: S2000 S1500