prove that 5-√3 is an rational number
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let 5-√3 be rational no.
so 5-√3=p/q
5-p/q=√3 here LHS is rational and RHS is irrational so ur contradiction is wrong it is irrational
so 5-√3=p/q
5-p/q=√3 here LHS is rational and RHS is irrational so ur contradiction is wrong it is irrational
Answered by
3
the number 5-/3 can't be expressed in p/q form that's why it is irrational.hope it helps plz mark my answer brainlist answer
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