Question

Question #634a9

Answer 1

`135= 3^3*5 or 135 = 3 * 3 *3 *5`

Explanation:

`135` as a prime factor , is

`135= 3^3*5 or 135 = 3 * 3 *3 *5` [Ans]

Answer 2

`5*3*3*3`

Explanation:

If `135` is divided by `5` then the answer will be `27`, so `135` can be written as `5*color(red)27`

`color(red)27` is the same as `color(red)(9*3)`, so `5*color(red)27` can be written as `5*color(red)(color(green)9*3)`

`color(green)9` is the same as `color(green)(3*3)` so `5*color(green)9*3` can be written as `5*color(green)(3*3)*3`

The final answer is `5*3*3*3` because it can't be broken down more (they all are prime numbers) and this is called prime factorization