Let us find the prime factorization of 27.$27 = 3 \times 3 \times 3$.Since we can make one group of 3, i.e., $3^{3}$.Therefore, 27 is a perfect cube. Its cube root is 3.2. If the value of $x^{3} = 512$, find the value of “x” using the perfect cube formula....
Example 2: Find the cube root of 512 and check if it is a perfect cube or not. Solution: Let us find the cube root of 512. Prime factorization of 512 = 8 × 8 × 8 or 83 Therefore, ∛512 = 8. Since there are exactly three factors that are the same, we can say that 512 ...
for instance, you know the volume of the cubic container and you want to find theareaof its surface, it is helpful to get the side lengths by getting the cube root of the volume. Since you already know the dimension of the cubic container, you can now...