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Types and calculation Jul 29, 2015
Growth rates Types and calculation Jul 29, 2015
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Growth rate Growth rate: Change in value of a given variable per unit of time.
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Types of Growth Rates Arithmetic/linear /Simple growth rate
Compound /semi-log/least-squares Exponential growth rate Geometric growth rate
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Simple/Arithmetic growth rate
Simple change in variable over a period divided by period This method assumes that the variable increases by a fixed amount of units in each period
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Compound/least-squares growth rate
Xn= Xo (1 + r)n logarithmic transformation of the compound growth equation Where “n” is time, and Growth rate r = [exp(β) – 1]
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Compound/least-squares growth rate
It is used when there is a long time series Most widely used It takes into consideration of all values in the period of consideration. But, it does not necessarily match the actual growth rate between any two points in the period.
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Exponential growth rate
Takes continuous compounding and the variable grows at a constant rate at every infinitesimal of time. Takes into account only the first and last observation of the time series, and not the intermediate values.
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Exponential growth rate
It will not comparable to the annual growth rate measured by arithmetic or geometric rates Exponential growth is mainly used for indicators related to population/demographic indicators
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Geometric growth rate The geometric growth rate represents compound growth over discrete periods. Takes into account only the first and last observation of the time series, and not the intermediate values.
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Geometric growth rate It is also referred to as the geometric average method, as it can be expressed as the geometric average of annual growth rates. For 1-period interval geometric and arithmetic growth rates are equal, as the arithmetic and geometric formulae become equal. Geometric growth rate is widely used for indicators on economic phenomena, such as GDP or trade by agencies like WB, FAO, IMF etc
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Exercises Extract data from EPWRFITS on any GDP or Industrial production Calculate all the growth rates
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