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Last updated on January 6th, 2025
A cube root of a number is a value, when it is multiplied by itself three times, gives the original number. Imagine you have a cube (box) with the known volume. The cube root helps us determine the length of one side of the box.
The cube root of 1080 is the number which, when multiplied three times, we get a number that is equal to 1080. Let’s explore some steps and methods to calculate the cube root of 1080.
The cube root of 1080: ∛1080 = 10.259
The exponential form of the cube root of 1080: 10801/3
The radical form of the cube root of 1080: ∛1080
To find the cube root of 1080, we use the following methods:
We use the below formula to find the cube root using Halley’s Method;
∛a≅ x((x3+2a) / (2x3+a))
In the formula;
a = given number, 1080
x = an approximate number close to the cube root of the number, 1080: 103= 1000
Let’s apply the formula and find the Cube Root:
A = 1080, for the approximate method we choose, x = 10, it is the nearest cube (103= 1000).
Now apply the formula;
∛a≅ x((x3+2a) / (2x3+a))
∛1080≅ 10((103+2 × 1080) / (2 × 103+1080)) = 10.259
Hence, the approximate cube of 1080 ≅ 10.259