prove that 1/under root 2 is a irrational number
tanyasharma90:
mark me as brainlist
___k off
Answers
Answered by
7
mark me as a brainlist and follow me plzzzzz
Attachments:
hii
sorry
aare yaar sorry
aab itna v angry mt na ho
ur handwritting is so beautiful
Answered by
3
Let 1/√2 is an rational number,where P and q are integers and q
=not zero.they have no common factor other than 1
1/√2=p/q
√2=q/p
therefore,p/q r in the form of rational number but,√2 is a irrational number.
This contradicts our supposition.
our supposition is wrong.
Hence,1/√2 is a irrational number.
MARK ME AS BRAINLIST
sorry this is half answer
q^2 is divisible by 2
Similar questions