## Cube Root 1-100

The cube root of a number is the value that, when multiplied by itself three times (cubed), gives the original number. Mathematically, the cube root of n is represented as **âˆ›n**â€‹. For example, the cube root of 27 is 3, because 3Ã—3Ã—3=27.

Learning the cube roots of numbers from 1 to 100 helps in solving cubic equations, analyzing three-dimensional shapes, and understanding the properties of materials and objects in space. It provides a foundational understanding that is useful in advanced mathematics, engineering, and applied sciences.

Download Cube Root 1-100 in PDF

## Cube Root 1-100

Download Cube Root 1-100 in PDF

Cube Root of 1-100 Values | In Number | In Words |
---|---|---|

âˆ›1 | 1 | One |

âˆ›2 | 1.2599 | One point two five nine nine |

âˆ›3 | 1.4422 | One point four four two two |

âˆ›4 | 1.5874 | One point five eight seven four |

âˆ›5 | 1.7100 | One point seven one zero zero |

âˆ›6 | 1.8171 | One point eight one seven one |

âˆ›7 | 1.9129 | One point nine one two nine |

âˆ›8 | 2 | Two |

âˆ›9 | 2.0801 | Two point zero eight zero one |

âˆ›10 | 2.1544 | Two point one five four four |

âˆ›11 | 2.2239 | Two point two two three nine |

âˆ›12 | 2.2894 | Two point two eight nine four |

âˆ›13 | 2.3513 | Two point three five one three |

âˆ›14 | 2.4101 | Two point four one zero one |

âˆ›15 | 2.4662 | Two point four six six two |

âˆ›16 | 2.5198 | Two point five one nine eight |

âˆ›17 | 2.5713 | Two point five seven one three |

âˆ›18 | 2.6207 | Two point six two zero seven |

âˆ›19 | 2.6684 | Two point six six eight four |

âˆ›20 | 2.7144 | Two point seven one four four |

âˆ›21 | 2.7589 | Two point seven five eight nine |

âˆ›22 | 2.8020 | Two point eight zero two zero |

âˆ›23 | 2.8439 | Two point eight four three nine |

âˆ›24 | 2.8845 | Two point eight eight four five |

âˆ›25 | 2.9240 | Two point nine two four zero |

âˆ›26 | 2.9625 | Two point nine six two five |

âˆ›27 | 3 | Three |

âˆ›28 | 3.0366 | Three point zero three six six |

âˆ›29 | 3.0723 | Three point zero seven two three |

âˆ›30 | 3.1072 | Three point one zero seven two |

âˆ›31 | 3.1414 | Three point one four one four |

âˆ›32 | 3.1748 | Three point one seven four eight |

âˆ›33 | 3.2075 | Three point two zero seven five |

âˆ›34 | 3.2396 | Three point two three nine six |

âˆ›35 | 3.2711 | Three point two seven one one |

âˆ›36 | 3.3019 | Three point three zero one nine |

âˆ›37 | 3.3322 | Three point three three two two |

âˆ›38 | 3.3617 | Three point three six one seven |

âˆ›39 | 3.3906 | Three point three nine zero six |

âˆ›40 | 3.4190 | Three point four one nine zero |

âˆ›41 | 3.4469 | Three point four four six nine |

âˆ›42 | 3.4743 | Three point four seven four three |

âˆ›43 | 3.5012 | Three point five zero one two |

âˆ›44 | 3.5276 | Three point five two seven six |

âˆ›45 | 3.5535 | Three point five five three five |

âˆ›46 | 3.5789 | Three point five seven eight nine |

âˆ›47 | 3.6038 | Three point six zero three eight |

âˆ›48 | 3.6283 | Three point six two eight three |

âˆ›49 | 3.6524 | Three point six five two four |

âˆ›50 | 3.6762 | Three point six seven six two |

âˆ›51 | 3.6994 | Three point six nine nine four |

âˆ›52 | 3.7224 | Three point seven two two four |

âˆ›53 | 3.7448 | Three point seven four four eight |

âˆ›54 | 3.7670 | Three point seven six seven zero |

âˆ›55 | 3.7889 | Three point seven eight eight nine |

âˆ›56 | 3.8100 | Three point eight one zero zero |

âˆ›57 | 3.8310 | Three point eight three one zero |

âˆ›58 | 3.8520 | Three point eight five two zero |

âˆ›59 | 3.8720 | Three point eight seven two zero |

âˆ›60 | 3.8920 | Three point eight nine two zero |

âˆ›61 | 3.9118 | Three point nine one one eight |

âˆ›62 | 3.9314 | Three point nine three one four |

âˆ›63 | 3.9507 | Three point nine five zero seven |

âˆ›64 | 3.9697 | Three point nine six nine seven |

âˆ›65 | 3.9886 | Three point nine eight eight six |

âˆ›66 | 4.0074 | Four point zero zero seven four |

âˆ›67 | 4.0259 | Four point zero two five nine |

âˆ›68 | 4.0443 | Four point zero four four three |

âˆ›69 | 4.0624 | Four point zero six two four |

âˆ›70 | 4.0807 | Four point zero eight zero seven |

âˆ›71 | 4.0988 | Four point zero nine eight eight |

âˆ›72 | 4.1168 | Four point one one six eight |

âˆ›73 | 4.1346 | Four point one three four six |

âˆ›74 | 4.1523 | Four point one five two three |

âˆ›75 | 4.1699 | Four point one six nine nine |

âˆ›76 | 4.1874 | Four point one eight seven four |

âˆ›77 | 4.2048 | Four point two zero four eight |

âˆ›78 | 4.2219 | Four point two two one nine |

âˆ›79 | 4.2390 | Four point two three nine zero |

âˆ›80 | 4.2559 | Four point two five five nine |

âˆ›81 | 4.2727 | Four point two seven two seven |

âˆ›82 | 4.2894 | Four point two eight nine four |

âˆ›83 | 4.3060 | Four point three zero six zero |

âˆ›84 | 4.3225 | Four point three two two five |

âˆ›85 | 4.3388 | Four point three three eight eight |

âˆ›86 | 4.3549 | Four point three five four nine |

âˆ›87 | 4.3710 | Four point three seven one zero |

âˆ›88 | 4.3872 | Four point three eight seven two |

âˆ›89 | 4.4029 | Four point four zero two nine |

âˆ›90 | 4.4189 | Four point four one eight nine |

âˆ›91 | 4.4346 | Four point four three four six |

âˆ›92 | 4.4503 | Four point four five zero three |

âˆ›93 | 4.4659 | Four point four six five nine |

âˆ›94 | 4.4814 | Four point four eight one four |

âˆ›95 | 4.4969 | Four point four nine six nine |

âˆ›96 | 4.5122 | Four point five one two two |

âˆ›97 | 4.5277 | Four point five two seven seven |

âˆ›98 | 4.5429 | Four point five four two nine |

âˆ›99 | 4.5583 | Four point five five eight three |

âˆ›100 | 4.6416 | Four point six four one six |

Understanding the cube roots of numbers from 1 to 100 enhances comprehension of roots and exponents, which are fundamental concepts in mathematics. Cube roots, which reverse the process of cubing a number, have significant applications in various mathematical problems and real-world scenarios, such as geometry and physics.

By examining the cube roots of numbers from 1 to 100, students and professionals can deepen their grasp of number properties and relationships. This knowledge is crucial for solving higher-level mathematical problems and for practical applications in science, engineering, and technology. Mastery of cube roots also lays a strong foundation for more advanced studies in algebra and calculus.