Answer:

Let's find the rationalizing factors for the given surds:

1. √6

Rationalizing factor: √6

To rationalize √6, we multiply both the numerator and denominator by √6:

√6 / 1 * √6 / √6

= √(6 * 6) / √6

= √36 / √6

= 6 / √6

= (6√6) / 6 [Multiplying by (√6 / √6) to rationalize the denominator]

= √6

So, the rationalized form of √6 is simply √6 itself.

2. √12

Rationalizing factor: √12

To rationalize √12, we multiply both the numerator and denominator by √12:

√12 / 1 * √12 / √12

= √(12 * 12) / √12

= √144 / √12

= 12 / √12

= (12√12) / 12 [Multiplying by (√12 / √12) to rationalize the denominator]

= √12

So, the rationalized form of √12 is also √12.

Answer:

answer is√12. pls mark me as brainliest