Question

What is 1/3^3 as a fraction

Answer 1

1/27

Explanation:

( 1/3 )³

(1)³/(3)³

1/27

Answer 2

• Given expression:
  `((1)/(3))^(3)`

The given expression is asking to find the cube of
`(1)/(3)`.

Cube facts:

• The Cube of a number is usually defined as a term multiplying itself 3 times.
• Cube is referred to a small 3 over the base.

Solving the expression.

`((1)/(3) )^(3) \\ \\= > ((1)/(3))((1)/(3) )((1)/(3) )\\\\ = > ((1)(1)(1))/((3)(3)(3)) \\\\ = > (1)/(27)`

Conclusion:

The cube of
`(1)/(3)` in fraction form is
`(1)/(27)`.