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We can find the cube root of a number using the prime factorization method. First, we have to find the prime factors of the number then we make the triplet of common factors, then we multiply them and we got the value of the cube root. Find the cube roots of numbers from 1 to 20 and their applications in geometry and algebra. Also, learn the cubes of numbers from 1 to 20 and solve examples with cube root formula. On this page, you will find Square Roots from 1 to 20, by reading which you will be able to solve math problems easily. On the previous page, we had shared the information of Squares From 1 to 100, so read that article as well, let us read and understand the information of Square Root 1 to 100 today. In cube root from 1 to 20. 1 and 8 are perfect cubes while the remaining numbers are non-perfect cubes which means that their cube root will be irrational. The cube root 1 to 20 is expressed as ∛x in radical form and (x)⅓ in the exponential form. Cube root helps with faster calculations and reduces the need for tedious and long calculations.