Examples on Cube Root of 512
Example 1: Simplify ∛(512) × ∛(-512)
Solution
We know,
- ∛(512) = 8
- ∛(-512) = -8
Hence, ∛(512) × ∛(-512) = 8 × (-8) = -64
Example 2: Simplify ∛(512) + ∛(-512)
Solution
We know,
- ∛(512) = 8
- ∛(-512) = -8
Hence, ∛(512) + ∛(-512) = 8 + (-8) = 8 – 8 = 0
Example 3: Simplify ∛(512) – ∛(-512)
Solution
We know,
- ∛(512) = 8
- ∛(-512) = -8
Hence, ∛(512) – ∛(-512) = 8 – (-8) = 8 + 8 = 16
Cube Root of 512
Cube Root of 512 is 8. We define cube root as the number which when multiplied by itself twice result in the original number, i.e. 8 when multiplied by itself twice gets 512, i.e. 8 × 8 × 8 = 512.
In radical form of the cube root of 512 is represented as, 3√(512), and exponential form for the same is (512)1/3.
In this article, we will learn to find the cube root of 512 by various methods and some solved examples related to the same.
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