INT FROM ... TO - Revision history

Jrheinlaender at 19:21, 27 June 2017

2017-06-27T19:21:47Z

← Older revision		Revision as of 19:21, 27 June 2017
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	<code>@int@ EQDEF z = INT FROM x = -%pi to %pi { sin(x) differential(x)}</code> defines the integral and <code>@simp@ EQDEF SIMPLIFY(@int@, "integrate")</code> will evaluate it to the value 0.		<code>@int@ EQDEF z = INT FROM x = -%pi to %pi { sin(x) differential(x)}</code> defines the integral and <code>@simp@ EQDEF SIMPLIFY(@int@, "integrate")</code> will evaluate it to the value 0.
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			[[INT]] [[INTEGRATE]]
	}}		}}
	[[Category:Definition]]		[[Category:Definition]]

Jrheinlaender at 19:20, 7 April 2017

2017-04-07T19:20:16Z

← Older revision		Revision as of 19:20, 7 April 2017
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	Create an integral from the lower bound to the upper bound. The integral can then be symbolically evaluated with the [[SIMPLIFY\|simplification]] type <code>integrate</code>. ~~If the upper bound is a number or a variable then the curly braces around it can be omitted.~~ The [[differential]] can be contained in the expression and iMath will find it (you might have to expand the expression first). But if there is no [[differential]] matching the integration variable anywhere, then you will get strange results.		Create an integral from the lower bound to the upper bound. The integral can then be symbolically evaluated with the [[SIMPLIFY\|simplification]] type <code>integrate</code>.

			The [[differential]] can be contained in the expression and iMath will find it (you might have to expand the expression first). But if there is no [[differential]] matching the integration variable anywhere, then you will get strange results from the evaluation.

			The integrand must be enclosed in curly brackets. If the upper bound is a number or a variable then the curly braces around it can be omitted.
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	<code>@int@ EQDEF z = INT FROM x = -%pi to %pi { sin(x) differential(x)}</code> defines the integral and <code>@simp@ EQDEF SIMPLIFY(@int@, "integrate")<code> will evaluate it to the value 0.		<code>@int@ EQDEF z = INT FROM x = -%pi to %pi { sin(x) differential(x)}</code> defines the integral and <code>@simp@ EQDEF SIMPLIFY(@int@, "integrate")</code> will evaluate it to the value 0.
	}}		}}
	[[Category:Definition]]		[[Category:Definition]]

Jrheinlaender: Created page with "{{Keyword | 1= `INT FROM symbol = expression TO { expression} { expression differential(symbol)}` | 2= Create an integral from the lower bou..."

2017-03-29T19:20:36Z

Created page with "{{Keyword | 1= <code>INT FROM symbol = expression TO { expression} { expression differential(symbol)}</code> | 2= Create an integral from the lower bou..."

New page

{{Keyword
|
1=
<code>INT FROM [[symbol]] = [[expression]] TO { [[expression]]} { [[expression]] [[differential]]([[symbol]])}</code>
|
2=
Create an integral from the lower bound to the upper bound. The integral can then be symbolically evaluated with the [[SIMPLIFY|simplification]] type <code>integrate</code>. If the upper bound is a number or a variable then the curly braces around it can be omitted. The [[differential]] can be contained in the expression and iMath will find it (you might have to expand the expression first). But if there is no [[differential]] matching the integration variable anywhere, then you will get strange results.
|
3=
<code>@int@ EQDEF z = INT FROM x = -%pi to %pi { sin(x) differential(x)}</code> defines the integral and <code>@simp@ EQDEF SIMPLIFY(@int@, "integrate")<code> will evaluate it to the value 0.
}}
[[Category:Definition]]

INT FROM ... TO - Revision history

Jrheinlaender at 19:21, 27 June 2017

Jrheinlaender at 19:20, 7 April 2017

Jrheinlaender: Created page with "{{Keyword | 1= INT FROM symbol = expression TO { expression} { expression differential(symbol)} | 2= Create an integral from the lower bou..."

Jrheinlaender: Created page with "{{Keyword | 1= `INT FROM symbol = expression TO { expression} { expression differential(symbol)}` | 2= Create an integral from the lower bou..."