prove that root 3 + root 5 is an irrational
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Answered by
2
Answer:
as p, q and 3 are integers p-3q/3 is a rational number. ... this contradiction has arisen because of our wrong assumption that 3+root 5 is a rational number. hence 3+ root 5 is an irrational number.
Answered by
1
Answer:
let our assumption is 3+root 5 is a rational
3+root 5 =p/q (q not equal to 0)
root 5=p/q-3
root 5 =p-3q/q
therefore.........
iur assumption is wrong 3 plus. root is a irrational number
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