prove( 5root 6) as an irrational number
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Let us assume that 5√6 as rational...that is 5√6 =p/q(where p and q are coprime and q≠0 )..
5√6=p/q
√6= p/5q
Since √6 is irrational...it contradicts the facts that 5√6 as rational...so 5√6 is irrational....
Thank you
5√6=p/q
√6= p/5q
Since √6 is irrational...it contradicts the facts that 5√6 as rational...so 5√6 is irrational....
Thank you
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