Math, asked by naveenkumar255, 10 months ago


 \sqrt{2 }  -  \sqrt{3} \: is \:as \: irrational \: number


brunoconti: hello
brunoconti: well a proof?
naveenkumar255: yes
brunoconti: resend for a solution
brunoconti: I cant publish the solution
naveenkumar255: why you cant publish the solution
brunoconti: U have to resend the question. 2 others have already answered
naveenkumar255: other 2 tall worng answer
naveenkumar255: are you tall the answer
brunoconti: that is why u have to resend

Answers

Answered by ankit8788
1
let √2-√3= p/q
where p and q are Integers and q≠ 0.
since we know that √2=1.41... i.e. it is irrational and √3= 1.73... ie it is also a irrational number,
therefore √2-√3 is also irrational and hence our assumption was wrong,
therefore √2-√3 is irrational.

naveenkumar255: hi
naveenkumar255: hello
ankit8788: as both √2 and√3 are non terminating numbers √2=1.414
ankit8788: √2=1.414...
ankit8788: √3=1.7320....
naveenkumar255: it is worng answer
ankit8788: how
naveenkumar255: hello r u here
naveenkumar255: ok good night
naveenkumar255: bye
Answered by Anonymous
1
hello user

here is your answer

If you want to rationalize they both then

√2 =1.41

√3=1.73

√2-√3= 1.41-1.73

=-0.32

Also both are irrational number

naveenkumar255: how it is
Anonymous: I have solved it also
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