prove that root 5 minus 3 root 2 is an irrational number
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Step-by-step explanation:
let's assume that 5-root 3 is rational
then it can be written in the form of
5 - root 3 = p/qor 5 - p/q = root 3
it implies root 3 is a rational number
(since 5 - p/p are rationals ) But this contraicts to the fact that root 3 is inrationl
hence our supposition was wrong
therefore 5 - root 3 is inrationl
hope I helped you with a correct answer
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