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Calculations

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Learning Tools

• Drug Class Quiz

Fun Tools

• Convert text to cryptonumerals

Standards

Character entities

• HTML entities
• -- Select a category -- Afrikaans characters Albanian characters Armenian characters Azerbaijani characters Bikol characters Bosnian characters Byelorussian characters Card characters Catalan characters Chess characters Currency characters Croatian characters Cyrillic characters Czech characters Danish characters Dutch characters English characters Ewe characters Filipino characters Finnish characters French characters Galician characters Georgian characters German characters Greek characters Guaraní characters Haitian Creole characters Hawaiian characters Hiligaynon characters Hungarian characters Italian characters Jamaican characters Kazakh characters Kinyarwanda characters Kirundi characters Kyrgyz characters Lithuanian characters Luo characters Mathematics characters Neapolitan characters Norwegian characters Piedmontèis characters Polish characters Portuguese characters Romani characters Romanian characters Russian characters Serbian characters Sesotho characters Shona characters Sicilian characters Slovak characters Spanish characters Swahili characters Swedish characters Tajik characters Tatar characters Tsonga characters Turkish characters Turkmen characters Ukrainian characters Vietnamese characters Wáray-Wáray characters Wolof characters Yoruba characters

Fonts

• Web-safe fonts

Mathematics characters

Here is the complete set of mathematics Unicode characters and their HTML entity.
You may also want to use our online mathematics keyboard to type math symbols.

Character	Entity Name	Entity Number
<	&lt;	&#60;
>	&gt;	&#62;
ƒ	&fnof;	&#402;
≤	&le;	&#8804
≥	&ge;	&#8805;
±	&plusmn;	&#177;
≠	&ne;	&#8800;
÷	&divide;	&#247;
×	&times;	&#215;
−	&minus;	&#8722;
∕		&#8725;
⁄	&frasl;	&#8260;
√	&radic;	&#8730;
∛		&#8731;
∜		&#8732;
∞	&infin;	&#8734;
ℵ	&alefsym;	&#8501;
′	&prime;	&#8242;
″	&Prime;	&#8243;
‴		&#8244;
∴	&there4;	&#8756;
⋅	&sdot;	&#8901;
¹	&sup1;	&#185;
²	&sup2;	&#178;
³	&sup3;	&#179;
〈	&lang;	&#9001;
〉	&rang;	&#9002;
⌈	&lceil;	&#8968;
⌉	&rceil;	&#8969;
⌈	&lceil;	&#8970;
⌉	&rceil;	&#8971;
⊕	&oplus;	&#8853;
⊗	&otimes;	&#8855;
⁰		&#8304;
⁴		&#8308;
⁵		&#8309;
⁶		&#8310;
⁷		&#8311;
⁸		&#8312;
⁹		&#8313;
⁺		&#8314;
⁻		&#8315;
⁼		&#8316;
⁽		&#8317;
⁾		&#8318;
ⁱ		&#8305;
ⁿ		&#8319;
₀		&#8320;
₁		&#8321;
₂		&#8322;
₃		&#8323;
₄		&#8324;
₅		&#8325;
₆		&#8326;
₇		&#8327;
₈		&#8328;
₉		&#8329;
₊		&#8330;
₋		&#8331;
₌		&#8332;
₍		&#8333;
₎		&#8334;
ₐ		&#8336;
ₑ		&#8337;
ₒ		&#8338;
ᵢ		&#7522;
ᵣ		&#7523;
ᵤ		&#7524;
ᵥ		&#7525;
ₓ		&#8339;
ᵦ		&#7526;
ᵧ		&#7527;
ᵨ		&#7528;
ᵩ		&#7529;
ᵪ		&#7530;
¼	&frac14;	&#188;
½	&frac12;	&#189;
¾	&frac34;	&#190;
⅓		&#8531;
⅔		&#8532;
⅕		&#8533;
₢		&#8354;
⅗		&#8535;
⅘		&#8536;
⅙		&#8537;
⅚		&#8538;
⅛		&#8539;
⅜		&#8540;
⅝		&#8541;
μ	&mu;	&#956;
σ	&sigma;	&#963;
χ	&chi;	&#967;
∏	&prod;	&#8721;
∐		&#8720;
°	&deg;	&#176;
µ	&micro;	&#181;
‰	&permil;	&#8240;
∫	&int;	&#8747;
∂	&part;	&#8706;
∇	&nabla;	&#8711;
∬		&#8748;
∭		&#8749;
⨌		&#10764;
∮		&#8750;
∯		&#8751;
∰		&#8752;
∱		&#8753;
⨑		&#10769;
∲		&#8754;
∳		&#8755;
℘	&weierp;	&#8472;
ℑ	&image;	&#8242;
ℜ	&real;	&#8242;
ℝ		&#8477;
ℂ		&#8450;
ℕ		&#8469;
ℙ		&#8473;
ℚ		&#8474;
ℤ		&#8484;
∀	&forall;	&#8704;
∁		&#8705;
∃	&exist;	&#8707;
∄		&#8708;
∅	&#8709;	&#8709;
¬	&not;	&#172;
∧	&and;	&#8743;
∨	&or;	&#8744;
⊻		&#8891;
⊼		&#8892;
⊽		&#8893;
∩	&cap;	&#8745;
∪	&cup;	&#8746;
∈	&isin;	&#8712;
∉	&notin;	&#8713;
∊		&#8714;
∋	&ni;	&#8715;
∌		&#8716;
∍		&#8717;
∖		&#8726;
⊂	&sub;	&#8834;
⊃	&sup;	&#8835;
⊄	&nsub;	&#8836;
⊅		&#8837;
⊆	&sube;	&#8838;
⊇	&supe;	&#8839;
⊈		&#8840;
⊉		&#8841;
⊊		&#8842;
⊋		&#8843;
⋄		&#8900;
≃		&#8771;
≄		&#8772;
⊌		&#8844;
⊍		&#8845;
⊎		&#8846;
⋐		&#8912;
⋑		&#8913;
⋒		&#8914;
⋓		&#8915;
⋀		&#8896;
⋁		&#8897;
⋂		&#8898;
⋃		&#8899;
⋎		&#8910;
⋏		&#8911;
⊖		&#8854;
⊘		&#8856;
⋲		&#8946;
⋳		&#8947;
⋴		&#8948;
⋵		&#8949;
⋶		&#8950;
⋷		&#8951;
⋸		&#8952;
⋹		&#8953;
⋺		&#8954;
⋻		&#8955;
⋼		&#8956;
⋽		&#8957;
⋾		&#8958;
⋿		&#8959;
∟		&#8735;
∠		&#8736;
∡		&#8737;
∢		&#8738;
∣		&#8739;
∤		&#8740;
∥		&#8741;
∦		&#8742;
⊾		&#8894;
⊿		&#8895;
⊥		&#8869;
⊢		&#8866;
⊣		&#8867;
⊤		&#8868;
∴		&#8756;
∵		&#8757;
∝		&#8733;
∎		&#8718;
≅	&cong;	&#8773;
≈	&asymp;	&#8776;
≉		&#8777;
∼	&sim;	&#8764;
≡	&equiv;	&#8801;
≢		&#8802;
≣		&#8803;
≦		&#8806;
≧		&#8807;
≨		&#8808;
≩		&#8809;
≪		&#8810;
≫		&#8811;
≬		&#8812;
≭		&#8813;
≮		&#8814;
≯		&#8815;
≰		&#8816;
≱		&#8817;
≲		&#8818;
≳		&#8819;
≴		&#8820;
≵		&#8821;
≶		&#8822;
≷		&#8823;
≸		&#8824;
≹		&#8825;
≁		&#8769;
≂		&#8770;
≆		&#8774;
≇		&#8775;
≊		&#8778;
≋		&#8779;
≌		&#8780;
∓		&#8723;
∔		&#8724;
∗		&#8727;
∘		&#8728;
∙		&#8729;
∶		&#8758;
∷		&#8759;
∸		&#8760;
∹		&#8761;
∺		&#8762;
∻		&#8763;
∼		&#8764;
∽		&#8765;
∾		&#8766;
∿		&#8767;
≀		&#8768;
≍		&#8781;
≎		&#8782;
≏		&#8783;
≐		&#8784;
≑		&#8785;
≒		&#8786;
≓		&#8787;
≔		&#8788;
≕		&#8789;
≖		&#8790;
≗		&#8791;
≘		&#8792;
≙		&#8793;
≚		&#8794;
≛		&#8795;
≜		&#8796;
≝		&#8797;
≞		&#8798;
≟		&#8799;
≺		&#8826;
≻		&#8827;
≼		&#8828;
≽		&#8829;
≾		&#8830;
≿		&#8831;
⊀		&#8832;
⊁		&#8833;
⊏		&#8847;
⊐		&#8848;
⊑		&#8849;
⊒		&#8850;
⊓		&#8851;
⊔		&#8852;
⊙		&#8857;
⊚		&#8858;
⊛		&#8859;
⊜		&#8860;
⊝		&#8861;
⊞		&#8862;
⊟		&#8863;
⊠		&#8864;
⊪		&#8874;
⊦		&#8870;
⊧		&#8871;
⊨		&#8872;
⊩		&#8873;
⊫		&#8875;
⊬		&#8876;
⊭		&#8877;
⊮		&#8878;
⊯		&#8879;
⊰		&#8880;
⊱		&#8881;
⊲		&#8882;
⊳		&#8883;
⊴		&#8884;
⊵		&#8885;
⊶		&#8886;
⊷		&#8887;
⊸		&#8888;
⊹		&#8889;
⊺		&#8890;
⋆		&#8902;
⋇		&#8903;
⋈		&#8904;
⋉		&#8905;
⋊		&#8906;
⋋		&#8907;
⋌		&#8908;
⋍		&#8909;
⋔		&#8916;
⋕		&#8917;
⋖		&#8918;
⋗		&#8919;
⋘		&#8920;
⋙		&#8921;
⋚		&#8922;
⋛		&#8923;
⋜		&#8924;
⋝		&#8925;
⋞		&#8926;
⋟		&#8927;
⋠		&#8928;
⋡		&#8929;
⋢		&#8930;
⋣		&#8931;
⋤		&#8932;
⋥		&#8933;
⋦		&#8934;
⋧		&#8935;
⋨		&#8936;
⋩		&#8937;
⋪		&#8938;
⋫		&#8939;
⋬		&#8940;
⋭		&#8941;
⋮		&#8942;
⋯		&#8943;
⋰		&#8944;
⋱		&#8945;
π	&pi;	&#960;
Α	&Alpha;	&#913;
Β	&Beta;	&#914;
Γ	&Gamma;	&#915;
Δ	&Delta;	&#916;
Ε	&Epsilon;	&#917;
Ζ	&Zeta;	&#918;
Η	&Eta;	&#919;
Θ	&Theta;	&#920;
Ι	&Iota;	&#921;
Κ	&Kappa;	&#922;
Λ	&Lambda;	&#923;
Μ	&Mu;	&#924;
Ν	&Nu;	&#925;
Ξ	&Xi;	&#926;
Ο	&Omicron;	&#927;
Π	&Pi;	&#928;
Ρ	&Rho;	&#929;
Σ	&Sigma;	&#931;
Τ	&Tau;	&#932;
Υ	&Upsilon;	&#933;
Φ	&Phi;	&#934;
Χ	&Chi;	&#935;
Ψ	&Psi;	&#936;
Ω	&Omega;	&#937;
α	&alpha;	&#945;
β	&beta;	&#946;
γ	&gamma;	&#947;
δ	&delta;	&#948;
ε	&epsilon;	&#949;
ζ	&zeta;	&#950;
η	&eta;	&#951;
θ	&theta;	&#952;
ι	&iota;	&#953;
κ	&kappa;	&#954;
λ	&lambda;	&#955;
ν	&nu;	&#957;
ξ	&xi;	&#958;
ο	&omicron;	&#959;
ρ	&rho;	&#961;
ς	&sigmaf;	&#962;
τ	&tau;	&#964;
υ	&upsilon;	&#965;
φ	&phi;	&#966;
ψ	&psi;	&#968;
ω	&omega;	&#969;
ϑ	&thetasym;	&#977;
ϒ	&upsih;	&#978;
ϖ	&piv;	&#982;
⅞		&#8542;
x̄		x&#772;
p̂		p&#770;