Dejey: Created page with " =Usage= * Used to render math expressions. * Because of the greek letters, parameters are case sensitive. The following parameters create the expressions: {| width=400 border=1 cellpadding=3 |- BGCOLOR="#cee0f2" ! Parameter ! Expression |- align="center" | squared | ² |- align="center" | cubed | ³ |- align="center" | integral | ∫ |- align="center" | sum | ∑ |- align="center" | product | ∏ |- align="center" | radical | &rad..."

2023-05-09T10:58:03Z

Created page with "<noinclude> =Usage= * Used to render math expressions. * Because of the greek letters, parameters are case sensitive. The following parameters create the expressions: {| width=400 border=1 cellpadding=3 |- BGCOLOR="#cee0f2" ! Parameter ! Expression |- align="center" | squared | 2 |- align="center" | cubed | 3 |- align="center" | integral | ∫ |- align="center" | sum | ∑ |- align="center" | product | ∏ |- align="center" | radical | &rad..."

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<noinclude>
=Usage=
* Used to render math expressions.
* Because of the greek letters, parameters are case sensitive.

The following parameters create the expressions:
{| width=400 border=1 cellpadding=3
|- BGCOLOR="#cee0f2"
! Parameter
! Expression
|- align="center"
| squared
| 2
|- align="center"
| cubed
| 3
|- align="center"
| integral
| ∫
|- align="center"
| sum
| ∑
|- align="center"
| product
| ∏
|- align="center"
| radical
| √
|- align="center"
| plusmin
| ±
|- align="center"
| infinity
| ∞
|- align="center"
| asymptotic
| ≈
|- align="center"
| property
| &prop;
|- align="center"
| definition
| &equiv;
|- align="center"
| inequality / not equal
| ≠
|- align="center"
| less than or equal / le
| ≤
|- align="center"
| greater than or equal / ge
| ≥
|- align="center"
| times / multiply
| ×
|- align="center"
| divide
| ÷
|- align="center"
| dot
| ·
|- align="center"
| partial derivative / dp / partial
| ∂
|- align="center"
| derivitive
| ′
|- align="center"
| gradient
| ∇
|- align="center"
| per mil
| &permil;
|- align="center"
| degree
| °
|- align="center"
| therefore
| &there4;
|- align="center"
| empty set
| Ø
|- align="center"
| o slash
| ø
|- align="center"
| set membership / element of
| ∈
|- align="center"
| not element of
| ∉
|- align="center"
| intersect
| ∩
|- align="center"
| union
| ∪
|- align="center"
| proper subset
| ⊂
|- align="center"
| proper superset
| ⊃
|- align="center"
| subset
| &sube;
|- align="center"
| superset
| &supe;
|- align="center"
| not
| ¬
|- align="center"
| and
| &and;
|- align="center"
| or
| &or;
|- align="center"
| existential / there exists
| ∃
|- align="center"
| for all / for each / for any
| ∀
|- align="center"
| implication
| ⇒
|- align="center"
| equivalence
| ⇔
|- align="center"
| if
| →
|- align="center"
| iff
| ↔
|- align="center"
| up arrow / undefined
| ↑
|- align="center"
| aleph
| &alefsym;
|- align="center"
| endash / range
| –
|- align="center"
| emdash
| —
|- align="center"
|alpha
| α
|- align="center"
|beta
| β
|- align="center"
|gamma
| γ
|- align="center"
|delta
| δ
|- align="center"
|epsilon
| ε
|- align="center"
|zeta
| ζ
|- align="center"
|eta
| η
|- align="center"
|theta
| θ
|- align="center"
|iota
| ι
|- align="center"
|kappa
| κ
|- align="center"
|lambda
| λ
|- align="center"
|mu
| μ
|- align="center"
|nu
| ν
|- align="center"
|xi
| ξ
|- align="center"
|omicron
| ο
|- align="center"
|pi
| π
|- align="center"
|rho
| ρ
|- align="center"
|sigma
| σ
|- align="center"
|sigmaf
| &sigmaf;
|- align="center"
|tau
| τ
|- align="center"
|upsilon
| υ
|- align="center"
|phi
| φ
|- align="center"
|chi
| χ
|- align="center"
|psi
| ψ
|- align="center"
|omega
| ω
|- align="center"
|Gamma
| Γ
|- align="center"
|Delta
| Δ
|- align="center"
|Theta
| Θ
|- align="center"
|Lambda
| Λ
|- align="center"
|Xi
| Ξ
|- align="center"
|Pi
| Π
|- align="center"
|Sigma
| Σ
|- align="center"
|Phi
| Φ
|- align="center"
|Psi
| Ψ
|- align="center"
|Omega
| Ω
|-
|}

[[Category:Templates/System|{{PAGENAME}}]]</noinclude><includeonly>{{#switch:{{{1}}}|squared=2|cubed=3|integral=∫|sum=∑|product=∏|radical=√|plusmin=±|infinity=∞|asymptotic=≈|property=&prop;|definition=&equiv;|inequality|notequal=≠|lessthanorequal|le=≤|greaterthanorequal|ge=≥|times|multiply=×|divide=÷|dot=·|partialderivative|dp|partial=∂|derivitive=′|gradient=∇|permil=&permil;|degree=°|therefore=&there4;|emptyset=Ø|oslash=ø|setmembership|elementof=∈|notelementof=∉|intersect=∩|union=∪|propersubset=⊂|propersuperset=⊃|subset=&sube;|superset=&supe;|not=¬|and=&and;|or=&or;|existential|thereexists=∃|forall|foreach|forany=∀|implication=⇒|equivalence=⇔|if=→|iff=↔|uparrow|undefined=↑|aleph=&alefsym;|endash|range=–|emdash=—|alpha=α|beta=β|gamma=γ|delta=δ|epsilon=ε|zeta=ζ|eta=η|theta=θ|iota=ι|kappa=κ|lambda=λ|mu=μ|nu=ν|xi=ξ|omicron=ο|pi=π|rho=ρ|sigma=σ|sigmaf=&sigmaf;|tau=τ|upsilon=υ|phi=φ|chi=χ|psi=ψ|omega=ω|Gamma=Γ|Delta=Δ|Theta=Θ|Lambda=Λ|Xi=Ξ|Pi=Π|Sigma=Σ|Phi=Φ|Psi=Ψ|Omega=Ω}}</includeonly>

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