Prove root 2 is an irrational number
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let root 2 be a rational number =a/b where both a and b are integers and b not equal to zero.
squaring both sides, a squre = 2 b squre
both terms on right hand side shoud be squre, but 2 is not
also root 2 is non repeating and non terminating decimal
squaring both sides, a squre = 2 b squre
both terms on right hand side shoud be squre, but 2 is not
also root 2 is non repeating and non terminating decimal
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