prove that 2root3 is irrational.....
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we know that
Let us assume that
p/q = 2 root 3
we get root 3 = p/2q
p q and 2 are integers so p / 2q is a rational number
so root3 is also a rational number but it contradict the fact that root 3 is an irrational number
this contradiction has arisen due to our wrong assumption .
so we conclude that 2 root 3 is a irrational
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Let us assume that
p/q = 2 root 3
we get root 3 = p/2q
p q and 2 are integers so p / 2q is a rational number
so root3 is also a rational number but it contradict the fact that root 3 is an irrational number
this contradiction has arisen due to our wrong assumption .
so we conclude that 2 root 3 is a irrational
I HOPE IT WILL HELP YOU A LOT PLEASE MARK ME AS A BRAINLIEST
PrashiJain:
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Answered by
6
similarly you can do the answer just exchange the digits
it would surely be correct
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