prove that root 5 is qn irrational number
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let √5 is rational no. so
√5=a/b a and b are co prime)
squaring both sides 5= (a/b) whole square
so 5b2=A2
so 5 is factor of A2 so 5 is factor of a ......eq1
let a = k (k is any integer )
5b is factor of K2 so 5 is factor of k of 5 is factor of b
but we assumed that a and b are co prime
so it contradict our assumption so √5 is consider an irrational no.
hope it will help u..
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