Question

prove tht 5root3 is irrational number​

Answer 1

I don't know answer for this but know answer for root2 is irrational

sorry

hope it was useful to all who sees this.

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Answer 2

Answer:

Step-by-step explanation:

let us assume 5√3 is rational,

i.e,we can find 2 integers p and q(q≠0),such that 5√3=p/q,where p and q are co-primes.

⇒√3=p/5q

since p,q,5 are integers, thus p/5q is rational and √3 is also rational.

but this contradicts the proof that √3 is irrational and thus our assumption is wrong.

hence,5√3 is irrational