if root 5 is an irrational, no prove that 7+3root 5 is irrational
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Answer:
Hey here's what you need
Explanation:
let 7+3√5 is rational number which is equal to p/q
where p,q,7,3,√5 are rational number
putting 7 and 3 on right hand side we get
√5=p-7q/3q
Here p, -7q and 3q all are rational
but √5 is irrational (given)
so the given number is irrational.
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