Prove( 2 - √3 ) is irrational ?
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First, let us aasume that (2-√3) is a rational no.
Then 2 is also a rational no
2-(2-√3) is also a rational no
2-2+√3 is also a rational no
√3 is also a rational no
But this contradict the fact that √3 is irrational no.
This contadiction arrises when we started assuming that 2-√3 is a ration no.
This 2-√3 is an irrational no
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