Question

Prove that 6+root2 is irrational

Answer 1

let 6+root 2 is a rational no
so we can write as in form of p/q
6+root2=p/q
root 2=p/q -6/1
lhs≠rhs
so it os prove 6+root2 is irrational no

Answer 2

Hey!!! mate
Her is the ans ♡♡ _________


6+root2 is a irritation no

If possible let 6+root2 =p/q

=>6+root2 =p/q
root2 = p/q -6
=>root2 =( irrational no ) (we know that )

Irrational = rational (not possible )
Hece our assumption is wrong
thus
we get a contradiction

6+ root2 is irrational no
proven

Hop its help ♡♡♡♡♡

Regards :-♡♡《Nitish singh》♡♡