Question

Prove √5-√3
not
a rational​

Answer 1

Answer:

As "r" is rational, so (r+√3) is also rational , and hence √5 is also rational, since (r+√3) is equal to √5. But, this contradicts our assumption since we know √5 is irrational number. Therefore, √5 - √3 is an irrational number.

√5-√3

√25-√9

√16

√4×4

4

Answer 2

I have mentioned my answer above please Mark me as brainliest