Math, asked by nishantpareek, 1 year ago

how to prove √6 irrational

Answers

Answered by rekha12323

0

Answer:

let suppose √ 6 is rational no.
then it write in p/q form .
(co-prime and q not equal to 0)
squaring on both side.
1/6=p2/q2
p2=6q2___1eq
6is a factor of p2
hence 2is a factor of p
let p=6x
substituting in 1
[6x]2=6q2
6 36x=6q2
q2=2x
2is a factor of q
it is not a rational no.

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