Coefficient of variation - Revision history

imported>Doug Williamson: Categorise.

2018-03-21T13:59:06Z

Categorise.

← Older revision		Revision as of 13:59, 21 March 2018
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	* [[Net present value]]		* [[Net present value]]
	* [[Standard deviation]]		* [[Standard deviation]]

			[[Category:The_business_context]]

imported>Doug Williamson: Add header.

2018-03-15T14:00:01Z

Add header.

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			''Statistics''.

	A measure of the variability of a distribution, expressed as a proportion of the expected value.		A measure of the variability of a distribution, expressed as a proportion of the expected value.

imported>Doug Williamson: Standardise appearance of page.

2015-03-15T13:19:27Z

Standardise appearance of page.

← Older revision		Revision as of 13:19, 15 March 2015
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	A measure of the variability of a distribution, expressed as a proportion of the expected value.		A measure of the variability of a distribution, expressed as a proportion of the expected value.

	It is calculated as: ~~[Standard Deviation]/[Expected value].~~		It is calculated as:

			Standard Deviation / Expected value

	~~'''For example;'''~~

	~~if the Standard deviation of the Net Present Value of a project = $100m,~~		'''Example'''

	~~and~~ the ~~Expected~~ Net Present Value = $~~50m, then:~~		The Standard deviation of the Net Present Value of a project = $100m.

	Coefficient of variation		The Expected Net Present Value = $50m.

			Coefficient of variation is given by:

	= $100m / $50m		= $100m / $50m

imported>Doug Williamson: Align presentation of formula with qualification material

2015-03-14T15:23:36Z

Align presentation of formula with qualification material

← Older revision		Revision as of 15:23, 14 March 2015
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	For example;		'''For example;'''

	if the Standard deviation of the Net Present Value of a project = $100m,		if the Standard deviation of the Net Present Value of a project = $100m,
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	Coefficient of variation		Coefficient of variation

	= $100m/$50m		= $100m / $50m

	= 2.0.		= 2.0.

imported>Doug Williamson: Added more space so that calculations are clearer

2014-09-20T14:04:32Z

Added more space so that calculations are clearer

← Older revision		Revision as of 14:04, 20 September 2014
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	A measure of the variability of a distribution, expressed as a proportion of the expected value.		A measure of the variability of a distribution, expressed as a proportion of the expected value.

	It is calculated as: [Standard Deviation]/[Expected value].		It is calculated as: [Standard Deviation]/[Expected value].

	For example, if the Standard deviation of the Net Present Value of a project = $100m, and the Expected Net Present Value = $50m, then:
	Coefficient of variation = $100m/$50m = 2.0.		For example;

			if the Standard deviation of the Net Present Value of a project = $100m,

			and the Expected Net Present Value = $50m, then:

			Coefficient of variation

			= $100m/$50m

			= 2.0.


	== See also ==		== See also ==
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	* [[Net present value]]		* [[Net present value]]
	* [[Standard deviation]]		* [[Standard deviation]]

imported>Administrator: CSV import

2012-10-23T14:17:27Z

CSV import

New page

A measure of the variability of a distribution, expressed as a proportion of the expected value.
It is calculated as: [Standard Deviation]/[Expected value].

For example, if the Standard deviation of the Net Present Value of a project = $100m, and the Expected Net Present Value = $50m, then:
Coefficient of variation = $100m/$50m = 2.0.

== See also ==
* [[Expected value]]
* [[Net present value]]
* [[Standard deviation]]