Prove that 2root 3 is irrational
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Answer:yes 2√3 is irrational
Step-by-step explanation:let 2√3 be rational
2√3 =a/b (here a and b are co primes and b≠0)
so √3 =a/2b
so here a and b are co primes and b≠0
then a/2b is rational
so then √3 is also rational
our assumption is wrong √3 is irrational
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