Indeterminate form - Revision history

DavidB4-bot: /* top */clean up & uniformity

2016-07-13T14:18:20Z

top: clean up & uniformity

AddisonDM at 02:26, February 17, 2009

2009-02-17T02:26:05Z

AddisonDM at 02:25, February 17, 2009

2009-02-17T02:25:56Z

AddisonDM: Indeterminate Form moved to Indeterminate form over redirect

2009-02-17T02:25:48Z

Indeterminate Form moved to Indeterminate form over redirect

Foxtrot: move request to lower case

2009-02-16T10:44:05Z

move request to lower case

Aschlafly: wikify

2008-08-20T06:25:48Z

wikify

NathanG at 12:47, March 27, 2008

2008-03-27T12:47:20Z

Feebasfactor: might be easier to have on a seperate page - could use improvement though...

2008-02-23T22:22:16Z

might be easier to have on a seperate page - could use improvement though...

New page

An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a function, and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].

Basic indeterminate forms for limits:

<math>{0\over 0}\qquad {\infty\over\infty}</math>

Other indeterminate forms for limits, that can usually be simplified into the basic forms when the original problem is manipulated:

<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>

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	<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>		<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>

−	[[~~category~~:Mathematics]]	+	[[Category:Mathematics]]

← Older revision		Revision as of 02:26, February 17, 2009
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	<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>		<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>

−	[[category:~~mathematics~~]]	+	[[category:Mathematics]]

← Older revision		Revision as of 02:25, February 17, 2009
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−	~~{{move\|indeterminate form}}~~
−
	An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].		An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].

← Older revision		Revision as of 10:44, February 16, 2009
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		+	{{move\|indeterminate form}}
		+
	An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].		An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].

← Older revision		Revision as of 06:25, August 20, 2008
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−	An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a function, and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].	+	An '''indeterminate form''' is an expression in [[calculus]] obtained from calculating the limit of a [[function]], and whose numerical value is not able to be determined. However, the limit of such a function can often be determined using a technique such as [[L'Hôpital's Rule]].

	Basic indeterminate forms for limits:		Basic indeterminate forms for limits:

← Older revision	Revision as of 02:25, February 17, 2009
(No difference)

← Older revision		Revision as of 12:47, March 27, 2008
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	<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>		<math>{\infty^0\qquad 1^\infty\qquad 0\cdot\infty\qquad 0^0\qquad\infty - \infty\qquad}</math>
		+
		+	[[category:mathematics]]