Cube Root Symbol Copy and Paste

Copy ∛ in one tap, or pick from 42 rows: ∛8, ∛27 and ∛64, ∜, and fifth to nth roots.

∛Cube rootU+221BReady to copy

42 root characters and strings. Tap any value to copy it.

42 root characters and strings. A character and its name both copy the character. A code copies the code.
CharacterNameCode pointAlt codeHTMLLaTeX
U+221B. A root sign with a small 3 in its crook: ∛x is the number that gives x when it is multiplied by itself three times. No Alt code and no named HTML entity, so HTML takes ∛ or ∛. In LaTeX it is \sqrt[3]{x}.
Made of U+221B and U+0078. The sign and a letter, ready for algebra. Swap the x for your own number or letter: nothing is joined, so any character can follow the sign.
Made of U+221B and U+0038. Equals 2, because 2 × 2 × 2 = 8. The smallest perfect cube after 1.
Made of U+221B, U+0032 and U+0037. Equals 3, because 3 × 3 × 3 = 27.
Made of U+00B3 and U+221A. Superscript three in front of the square root sign, for a font that has no ∛. Both halves have Alt codes on a number pad: Alt+0179, then Alt+251.
U+221C. A root sign with a small 4, and the last one with its index built in: a fifth root has to be put together from ⁵ and √. HTML takes ∜, and LaTeX \sqrt[4]{x}.
Made of U+2075 and U+221A. Superscript five in front of the square root sign. The small number is the index, or degree, of the root, and the number under the sign is the radicand.
Made of U+207F and U+221A. A root of any degree. Michel Rolle's Traité d'algèbre of 1690 established this way of writing the nth root. ⁿ is Alt+252 on a number pad.
Made of U+221B, U+0028 and U+0029. Brackets show how far the root reaches where no bar can be drawn: ∛(x + 1) roots the whole sum, and ∛x + 1 roots only the x.
U+00B3. Unicode's note: cubed. It is the index of a home-made cube root, ³√, and the way back as well, since cubing undoes a cube root. Alt+0179 on a number pad, ³ in HTML.

How it works

The cube root symbol is ∛, Cube root, U+221B. It has no Alt code. The 42 rows add ready-made roots such as ∛27, the fourth root ∜ and home-made fifth to nth roots.

Read the full guide

Roots above the fourth are built, not copied whole

Unicode has one character each for the cube root and the fourth root, and none beyond. For a fifth root, put a small 5 in front of √: ⁵√. The small number is the index, and the number under the sign is the radicand. Two digits work too, as in ¹²√. For your own cube root, copy ∛ and type the number after it.

Tips
  • In LaTeX, \sqrt[3]{x} draws the cube root under a bar of the right length. Any index fits in the brackets, with no package.
  • A negative number has a real cube root: ∛−8 is −2. Cube root of minus 8 carries the true minus sign, not a hyphen.
  • Where no root sign can be typed, write the power: x^(1/3) means ∛x, and x^(1/n) means ⁿ√x.

Questions and answers

How do I type the cube root symbol on a keyboard?

No Alt code and no key on the U.S. layout types ∛. In Word, type 221B, then press Alt and X. Elsewhere, build ³√ on a number pad: Alt+0179 for the small 3, then Alt+251 for √.

Why does the cube root symbol copy as an empty box?

The box means the font on screen has no ∛. The character itself copied correctly and shows wherever a font carries it. To be safe, use ³√: its two halves are in the old PC code pages, the ones Alt codes come from.

What is the HTML code for the cube root symbol?

HTML has no named entity for ∛, so write ∛ or ∛. The fourth root is ∜. The small 3 does have a name, ³, so ³√ gives the home-made ³√.

Is there a symbol for the fifth root or the nth root?

Not as one character: the signs with a built-in index stop at the fourth root, ∜. For anything higher, put a small number in front of √, as in ⁵√ or ⁿ√, a notation that Michel Rolle's Traité d'algèbre of 1690 established.

All 42 root characters and strings

Start here 10

  • Cube root U+221B. A root sign with a small 3 in its crook: ∛x is the number that gives x when it is multiplied by itself three times. No Alt code and no named HTML entity, so HTML takes ∛ or ∛. In LaTeX it is \sqrt[3]{x}.
  • Cube root from a superscript three Made of U+00B3 and U+221A. Superscript three in front of the square root sign, for a font that has no ∛. Both halves have Alt codes on a number pad: Alt+0179, then Alt+251.
  • Cube root of 27 Made of U+221B, U+0032 and U+0037. Equals 3, because 3 × 3 × 3 = 27.
  • Cube root of 8 Made of U+221B and U+0038. Equals 2, because 2 × 2 × 2 = 8. The smallest perfect cube after 1.
  • Cube root of x Made of U+221B and U+0078. The sign and a letter, ready for algebra. Swap the x for your own number or letter: nothing is joined, so any character can follow the sign.
  • Cube root with brackets Made of U+221B, U+0028 and U+0029. Brackets show how far the root reaches where no bar can be drawn: ∛(x + 1) roots the whole sum, and ∛x + 1 roots only the x.
Show all 42 root characters and strings (36 more)

Start here, continued

  • Fifth root Made of U+2075 and U+221A. Superscript five in front of the square root sign. The small number is the index, or degree, of the root, and the number under the sign is the radicand.
  • Fourth root U+221C. A root sign with a small 4, and the last one with its index built in: a fifth root has to be put together from ⁵ and √. HTML takes ∜, and LaTeX \sqrt[4]{x}.
  • Nth root Made of U+207F and U+221A. A root of any degree. Michel Rolle's Traité d'algèbre of 1690 established this way of writing the nth root. ⁿ is Alt+252 on a number pad.
  • Superscript three U+00B3. Unicode's note: cubed. It is the index of a home-made cube root, ³√, and the way back as well, since cubing undoes a cube root. Alt+0179 on a number pad, ³ in HTML.

Cube root signs 2

  • Arabic-indic cube root U+0606. Arabic script's own cube root sign. Unicode files it under Radix symbols in the Arabic block, with a cross-reference to ∛. Added in Unicode 5.1 (2008).
  • Cube root of x from a superscript three Made of U+00B3, U+221A and U+0078. The home-made sign with its radicand. The small 3 sits a little to the left of where ∛ draws it.

Ready-made cube roots 3

  • Cube root of 2 Made of U+221B and U+0032. About 1.25992, the side of a cube with twice the volume of a cube of side 1. Doubling the cube, an old Greek problem, asks for this length, and Pierre Wantzel proved in 1837 that compass and straightedge cannot construct it.
  • Cube root of 64 Made of U+221B, U+0036 and U+0034. Equals 4, because 4 × 4 × 4 = 64. 64 is a perfect square too: √64 is 8.
  • Cube root of minus 8 Made of U+221B, U+2212 and U+0038. Equals −2, because −2 × −2 × −2 = −8. Every real number has exactly one real cube root, so a negative number has one too, which is not true of square roots. Written with U+2212 Minus sign, not the hyphen.

Fourth, fifth and nth roots 11

  • Arabic-indic fourth root U+0607. Arabic script's own fourth root sign, the second of the two Radix symbols of the Arabic block. Added in Unicode 5.1 (2008).
  • Eighth root Made of U+2078 and U+221A. The square root taken three times over.
  • Fifth root of 32 Made of U+2075, U+221A, U+0033 and U+0032. Equals 2, because 2 × 2 × 2 × 2 × 2 = 32.
  • Fourth root from a superscript four Made of U+2074 and U+221A. Means the same as ∜, for a font that lacks that character.
  • Fourth root of 16 Made of U+221C, U+0031 and U+0036. Equals 2, because 2 × 2 × 2 × 2 = 16.
  • Ninth root Made of U+2079 and U+221A. The cube root of a cube root.
  • Nth root of x Made of U+207F, U+221A and U+0078. The same thing as x to the power 1/n.
  • Seventh root Made of U+2077 and U+221A. Roots above the cube root are named with ordinal numbers: fourth root, seventh root, twentieth root.
  • Sixth root Made of U+2076 and U+221A. The sixth root is the cube root of the square root, taken in either order.
  • Tenth root Made of U+00B9, U+2070 and U+221A. Two small digits, ¹ and ⁰, make an index of 10. Any index can be built this way.
  • Twelfth root of 2 Made of U+00B9, U+00B2, U+221A and U+0032. About 1.05946: the frequency ratio of a semitone in twelve-tone equal temperament, where each note is this many times the frequency of the one below it.

With a bar or brackets 3

  • Cube root of 8, under a bar Made of U+221B, U+0038 and U+0305. The digit 8 under a combining overline. Swap the 8 for your own digit and keep the mark that follows it.
  • Cube root of x, under a bar Made of U+221B, U+0078 and U+0305. An x with U+0305 Combining overline pasted after it, which draws the bar over the letter. For a longer radicand the mark goes after every character.
  • Cube root with an overline Made of U+221B and U+203E. U+203E Overline typed after the sign lengthens its top stroke. Add one overline for each character that follows. How well they join depends on the font.

Small numbers and powers 13

  • Cube of x Made of U+0078 and U+00B3. The way back: if ∛x is y, then y³ is x.
  • Cube root as a power Made of U+0078, U+005E and U+2153. The cube root of x written as a power, with the caret of plain text and the one third fraction.
  • Superscript eight U+2078. The index of an eighth root, ⁸√.
  • Superscript five U+2075. The index of a fifth root, ⁵√. From 4 to 9 the small digits live in the Superscripts and Subscripts block and have no Alt code.
  • Superscript four U+2074. The index of a home-made fourth root, ⁴√. No Alt code and no named HTML entity.
  • Superscript Latin small letter n U+207F. The index of an nth root, ⁿ√. Unicode's note: functions as a modifier letter. Alt+252 on a number pad.
  • Superscript nine U+2079. The index of a ninth root, ⁹√.
  • Superscript one U+00B9. Pairs with another small digit for an index of 10 or more, as in ¹²√. Alt+0185 on a number pad, ¹ in HTML.
  • Superscript seven U+2077. The index of a seventh root, ⁷√.
  • Superscript six U+2076. The index of a sixth root, ⁶√.
  • Superscript two U+00B2. A square root is written with its index left out, so the small 2 is here for two-digit indexes such as ¹²√. Alt+253 on a number pad, ² in HTML.
  • Superscript zero U+2070. With ¹ it makes the index of a tenth root, ¹⁰√.
  • Vulgar fraction one third U+2153. A cube root is a power of one third: ∛x is x to the ⅓. ⅓ in HTML.

How this list was compiled: Names, and the code points they belong to, are checked against UnicodeData.txt, version 18.0.0 (https://www.unicode.org/Public/18.0.0/ucd/UnicodeData.txt), and printed in sentence case. Notes that say Unicode's note or Unicode files it quote the headings and notes of NamesList.txt of the same version (https://www.unicode.org/Public/18.0.0/ucd/NamesList.txt); the version a character was added in is from DerivedAge.txt (https://www.unicode.org/Public/18.0.0/ucd/DerivedAge.txt), and the years are from https://www.unicode.org/history/publicationdates.html. Alt codes are from the code page 437 table (https://www.unicode.org/Public/MAPPINGS/VENDORS/MICSFT/PC/CP437.TXT), the PC graphics table for codes 1 to 31 (https://www.unicode.org/Public/MAPPINGS/VENDORS/MISC/IBMGRAPH.TXT) and the code page 1252 table (https://www.unicode.org/Public/MAPPINGS/VENDORS/MICSFT/WINDOWS/CP1252.TXT). HTML entity names are from https://html.spec.whatwg.org/entities.json, the HTML 4 name first where there is one, else the shortest. LaTeX macros are listed only when LaTeX's own fontdef.dtx, ltmath.dtx or ltoutenc.dtx (https://github.com/latex3/latex2e/tree/develop/base) or the amssymb and amsfonts sources (https://mirrors.ctan.org/fonts/amsfonts/source/) define them, matched to a code point through unicode-math-table.tex (https://github.com/latex3/unicode-math). A search of UnicodeData.txt 18.0.0 for ROOT finds five root signs outside the historic radix signs of U+1CEDD to U+1CEDF: U+221A, U+221B, U+221C, U+0606 and U+0607, so there is no single character for a fifth or higher root. Every value a note states (the perfect cubes, the fourth and fifth powers, the decimals to five places) was computed, not typed. One real cube root for every real number, the real cube root of −8, the doubling of the cube and Pierre Wantzel's proof of 1837 are from https://en.wikipedia.org/wiki/Cube_root, whose figure gives the cube root of 2 as 1.2599; index, degree and radicand, the ordinal names of higher roots, the index left off a square root, the power 1/n, the irrational roots of whole numbers that are not perfect powers and Michel Rolle, 1690 are from https://en.wikipedia.org/wiki/Nth_root; the semitone is from https://en.wikipedia.org/wiki/Twelfth_root_of_two, which gives 1.0594631. \sqrt[3]{x+y} is the cube root example of the LaTeX2e unofficial reference manual, https://latexref.xyz/_005csqrt.html. All read on 2026-09-20. Made rows (two to four characters with no space) carry this site's own plain names. Left out: the square root's own bars, numbers and look-alikes, which are on the square root page, and the three historic radix signs, which are there too. The nth root notation: https://en.wikipedia.org/wiki/Michel_Rolle and https://en.wikipedia.org/wiki/Table_of_mathematical_symbols_by_introduction_date, checked 2026-09-20. Licence: own work (facts from the Unicode Character Database, Unicode License v3, and from Wikipedia, CC BY-SA 4.0, restated in our own words; aliases and notes marked as Unicode's are quoted from NamesList.txt, Copyright © 1991-2026 Unicode, Inc., https://www.unicode.org/license.txt)