Difference between revisions of "Template:In/doc"

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imported>Hyacinth
(→‎See also: *{{tl|Not}})
imported>Vanisaac
m (→‎See also: clean up per WP:CAT#T and WP:AWBREQ add template:Sandbox other)
 
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{{Documentation subpage}}
 
{{Documentation subpage}}
<!-- PLEASE ADD CATEGORIES AND INTERWIKIS AT THE BOTTOM OF THIS PAGE -->
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<!-- Please place categories where indicated at the bottom of this page and interwikis at Wikidata (see [[Wikipedia:Wikidata]]) -->
=== Usage ===
 
 
{{Substituted}}
 
{{Substituted}}
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== Usage ==
 
This template is intended to provide easy access to the "[[∈]]" symbol, indicating set membership: "is an element of".
 
This template is intended to provide easy access to the "[[∈]]" symbol, indicating set membership: "is an element of".
  
=== See also ===
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== See also ==
*{{tl|Out}}
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{{Logic symbol templates}}
*{{tl|Not}}
 
  
<includeonly>
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<includeonly>{{Sandbox other||
<!-- CATEGORIES AND INTERWIKIS HERE, THANKS -->
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<!-- Categories below this line, please; interwikis at Wikidata -->
[[Category:Typing-aid templates]]
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[[Category:Logic symbol templates]]
</includeonly>
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}}</includeonly>

Latest revision as of 17:26, 25 April 2020

Template:Substituted

Usage

This template is intended to provide easy access to the "" symbol, indicating set membership: "is an element of".

See also

Template Symbol/
result
Term with wikilink
{{All}} <math>\forall</math> Universal quantifier
{{And}} <math>\wedge</math> Logical conjunction
{{Eqv}} <math>\leftrightarrow</math> Logical equivalence
{{Exist}} <math>\exists</math> Existential quantifier
{{False}} <math>\bot</math> False (logic)
{{Ident}} <math>\equiv</math> If and only if
{{Imp}} <math>\to</math> Material conditional
{{In}} Being an element
Template Symbol/
result
Term with wikilink
{{Models}} Template:Models Double turnstile
{{Nand}} Template:Nand Sheffer stroke
{{Nor-}} Template:Nor- Logical NOR
{{Not}} Template:Not Negation
{{Or-}} Template:Or- Logical disjunction
{{Tee}} Template:Tee Turnstile (symbol)
{{True}} Template:True Logical truth
{{Xor}} Template:Xor Exclusive disjunction