Question

cube root of a number which has 2 in its unit the place has the unit digit as

Answer 1

the answer is at the unit place if a no which has 2at the unit place the place has the unit digit as 8

Answer 2

The cube root of a number that has 2 in its unit place is 8.

Perfect cube roots

• On the off chance that a characteristic number is P can have a cube-root of $R^{3}$. here R is a characteristic number, then, at that point, P is a perfect square number.
• Subsequently, cubes of natural numbers are known as perfect cube roots.

• The unit's place number rule states that If a number has 2 in the unit's place, then, at that point, its cube root finishes with 8. In the event that a number has 3 in the unit's place, its solid shape closes with 7. In the event that a number has 8 in the unit's place, its solid shape closes with 2.

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