Pengguna:Nein/Teks rumit

Teks rumit adalah representasi simbol-simbol matematika, $\mathrm {L\!\!^{{}_{\scriptstyle A}}\!\!\!\!\!\;\;T\!_{\displaystyle E}\!X}$ , Wikipedia, HTML, lambang-lambang kuno dan lainnya dalam format teks polos.

Notasi dasar

Representasi
Simbol	Teks rumit
	`{}`
$x\!$	`{x}`
$7\!$	`{7}`

Huruf Yunani

Huruf kecil

Representasi
Simbol	Teks rumit
$\alpha \!$	`{\alpha}`
$\beta \!$	`{\beta}`
$\gamma \!$	`{\gamma}`
$\delta \!$	`{\delta}`
$\epsilon \!$	`{\epsilon}`
$\zeta \!$	`{\zeta}`
$\eta \!$	`{\eta}`
$\theta \!$	`{\theta}`
$\iota \!$	`{\iota}`
$\kappa \!$	`{\kappa}`
$\lambda \!$	`{\lambda}`
$\mu \!$	`{\mu}`

Representasi
Simbol	Teks rumit
$\nu \!$	`{\nu}`
$\xi \!$	`{\xi}`
$o\!$	`{\omicron}`
$\pi \!$	`{\pi}`
$\rho \!$	`{\rho}`
$\sigma \!$	`{\sigma}`
$\tau \!$	`{\tau}`
$\upsilon \!$	`{\upsilon}`
$\phi \!$	`{\phi}`
$\chi \!$	`{\chi}`
$\psi \!$	`{\psi}`
$\omega \!$	`{\omega}`

Huruf besar

Representasi
Simbol	Teks rumit
$\mathrm {A} \!$	`{\Alpha}`
$\mathrm {B} \!$	`{\Beta}`
$\Gamma \!$	`{\Gamma}`
$\Delta \!$	`{\Delta}`
$\mathrm {E} \!$	`{\Epsilon}`
$\mathrm {Z} \!$	`{\Zeta}`
$\mathrm {H} \!$	`{\Eta}`
$\Theta \!$	`{\Theta}`
$\mathrm {I} \!$	`{\Iota}`
$\mathrm {K} \!$	`{\Kappa}`
$\Lambda \!$	`{\Lambda}`
$\mathrm {M} \!$	`{\Mu}`

Representasi
Simbol	Teks rumit
$\mathrm {N} \!$	`{\Nu}`
$\Xi \!$	`{\Xi}`
$O\!$	`{\Omicron}`
$\Pi \!$	`{\Pi}`
$\mathrm {P} \!$	`{\Rho}`
$\Sigma \!$	`{\Sigma}`
$\mathrm {T} \!$	`{\Tau}`
$\Upsilon \!$	`{\Upsilon}`
$\Phi \!$	`{\Phi}`
$\mathrm {X} \!$	`{\Chi}`
$\Psi \!$	`{\Psi}`
$\Omega \!$	`{\Omega}`

Indeks

Representasi
Simbol	Teks rumit
$a_{i}\!$	`{a_i}`
$a^{j}\!$	`{a^j}`
$a_{i}^{j}\!$	`{a_i^j}`

Lambang atomik

Partikel dan radiasi atomik

Representasi
Simbol	Teks rumit
$_{1}^{1}p^{+}\!$	`{\proton}`
$_{0}^{1}n\!$	`{\neutron}`
$_{-1}^{\ \ 0}e^{-}\!$	`{\electron}`
$_{1}^{0}e^{+}\!$	`{\positron}`

Representasi
Simbol	Teks rumit
$_{2}^{4}\alpha ^{2+}\!$	`{\~alpha}`
$_{-1}^{\ \ 0}\beta ^{-}\!$	`{\~beta-}`
$_{1}^{0}\beta ^{+}\!$	`{\~beta+}`
$_{0}^{0}\gamma \!$	`{\~gamma}`

Atom dan ion

Representasi
Simbol	Teks rumit
$_{2}^{4}{\textrm {He}}\!$	`{\atom{He}{2}{4}}`
${\textrm {He}}^{2+}\!$	`{\ion{He}{++}}`
$_{1}^{1}{\textrm {H}}\!$	`{\atom{H}{1}{1}}`
Gagal mengurai (SVG (MathML dapat diaktifkan melalui plugin peramban): Respons tak sah ("Math extension cannot connect to Restbase.") dari peladen "http://localhost:6011/wiki-indonesia.club/v1/":): {\displaystyle \textrm{H}^+\!}	`{\ion{H}{+}}`
$_{26}^{56}{\textrm {Fe}}\!$	`{\atom{Fe}{26}{56}}`
${\textrm {Fe}}^{2+}\!$	`{\ion{H}{++}}`
${\textrm {Fe}}^{3+}\!$	`{\ion{Fe}{+++}}`

Operator

Operator aritmatika

Representasi
Simbol	Teks rumit
$+\!$	`{\add}`
$-\!$	`{\sub}`
$\times \!$	`{\mul}`
$:\!$	`{\div}`
$\pm \!$	`{\pm}`
$\mp \!$	`{\mp}`

Operator logika

Representasi
Simbol	Teks rumit
$\neg \!$	`{\not}`
$\land \!$	`{\and}`
$\lor \!$	`{\or}`
$\times \!$	`{\xor}`
$\rightarrow \!$	`{\imp}`
$\leftrightarrow \!$	`{\equiv}`
$>\!$	`{\gt}`
$<\!$	`{\lt}`
$\geq \!$	`{\ge}`
$\leq \!$	`{\le}`

Operator bitwise

Representasi
Simbol	Teks rumit
$\gg \!$	`{\shr}`
$\ll \!$	`{\shl}`

Operator vektor

Representasi
Simbol	Teks rumit
$\times \!$	`{\cross}`
$\cdot \!$	`{\dot}`

Fungsi

Dekoratif

Representasi
Simbol	Teks rumit
${\frac {x}{y}}\!$	`{\frac{a}{b}}`
${\sqrt[{n}]{x}}\!$	`{\root{n}{x}}`
${\overrightarrow {x}}\!$	`{\vec{x}}`
$x!\!$	`{\fac{x}}`
$e^{x}\!$	`{\exp{x}}`
$x^{y}\!$	`{\pow{x}{y}}`

Implisit

Representasi
Simbol	Teks rumit
$\sin {x}\!$	`{\sin{x}}`
$\cos {x}\!$	`{\cos{x}}`
$\tan {x}\!$	`{\tan{x}}`
$\csc {x}\!$	`{\csc{x}}`
$\sec {x}\!$	`{\sec{x}}`
$\cot {x}\!$	`{\cot{x}}`
$\arcsin {x}\!$	`{\arcsin{x}}`
$\arccos {x}\!$	`{\arccos{x}}`
$\arctan {x}\!$	`{\arctan{x}}`