Prove 2/2root 3 to be an irrational numbet
sanyambhardwajpam878:
Please do it fast
Pleeasssseee
Answers
Answered by
4
Hope this answer will help you.
Attachments:
Answered by
1
suppose 2/2√3 is a rational no
by dividing its common factor
2/2√3=a/b
2b=2√3a
2b/a=2√3
2b/2a=√3
b/a=√3
b , a are integers
b, a are rational no
which implies √3 is also rational
this contradicts the fact that √3 is irrational
hence,2/2√3 is irrational no
prooved
by dividing its common factor
2/2√3=a/b
2b=2√3a
2b/a=2√3
2b/2a=√3
b/a=√3
b , a are integers
b, a are rational no
which implies √3 is also rational
this contradicts the fact that √3 is irrational
hence,2/2√3 is irrational no
prooved
Similar questions