Template:Exponential Failure Rate Function - Revision history

Richard House: Redirected page to The Exponential Distribution#The Exponential Failure Rate Function

2012-08-13T00:45:56Z

Redirected page to The Exponential Distribution#The Exponential Failure Rate Function

← Older revision		Revision as of 00:45, 13 August 2012
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	~~===The Exponential Failure Rate Function===~~		#REDIRECT [[The_Exponential_Distribution#The_Exponential_Failure_Rate_Function]]
	~~The exponential failure rate function is:~~

	~~::<math>\lambda (t)=\frac{f(t)}{R(t)}=\frac{\lambda {{e}^{-\lambda (t-\gamma )}}}{{{e}^{-\lambda (t-\gamma )}}}=\lambda =\text{constant}</math>~~


	Once again, note that the constant failure rate is a characteristic of the exponential distribution, and special cases of other distributions only. Most other distributions have failure rates that are functions of time.

Harry Guo: /* The Exponential Failure Rate Function */

2012-02-07T23:14:15Z

The Exponential Failure Rate Function

← Older revision		Revision as of 23:14, 7 February 2012
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	The exponential failure rate function is:		The exponential failure rate function is:

	::<math>\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\lambda (T-\gamma )}}}=\lambda =\text{constant}</math>		::<math>\lambda (t)=\frac{f(t)}{R(t)}=\frac{\lambda {{e}^{-\lambda (t-\gamma )}}}{{{e}^{-\lambda (t-\gamma )}}}=\lambda =\text{constant}</math>


	Once again, note that the constant failure rate is a characteristic of the exponential distribution, and special cases of other distributions only. Most other distributions have failure rates that are functions of time.		Once again, note that the constant failure rate is a characteristic of the exponential distribution, and special cases of other distributions only. Most other distributions have failure rates that are functions of time.

Nicolette Young: Created page with '===The Exponential Failure Rate Function=== The exponential failure rate function is: :: $\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\l…'$

2012-01-04T00:16:22Z

Created page with '===The Exponential Failure Rate Function=== The exponential failure rate function is: ::<math>\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\l…'

New page

===The Exponential Failure Rate Function===
The exponential failure rate function is:

::<math>\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\lambda (T-\gamma )}}}=\lambda =\text{constant}</math>

Once again, note that the constant failure rate is a characteristic of the exponential distribution, and special cases of other distributions only. Most other distributions have failure rates that are functions of time.

Template:Exponential Failure Rate Function - Revision history

Richard House: Redirected page to The Exponential Distribution#The Exponential Failure Rate Function

Harry Guo: /* The Exponential Failure Rate Function */

Nicolette Young: Created page with '===The Exponential Failure Rate Function=== The exponential failure rate function is: ::\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\l…'

Nicolette Young: Created page with '===The Exponential Failure Rate Function=== The exponential failure rate function is: :: $\lambda (T)=\frac{f(T)}{R(T)}=\frac{\lambda {{e}^{-\lambda (T-\gamma )}}}{{{e}^{-\l…'$