Question

prove that√3/√7 is irrational​

Answer 1

Answer:

hope it helps

Step-by-step explanation:

We have to prove that 3+7 is irrational.

Let us assume the opposite, that 3+7 is rational.

Hence 3+7 can be written in the form ba where a and b are co-prime and b=0

Hence 3+7=ba

⇒7=ba−3

⇒7=ba−3b

where 7 is irrational and ba−3b is rational.

Since,rational= irrational.

This is a contradiction.

∴ Our assumption is incorrect.

Hence 3+7 is irrational.

Hence proved.