√2+√3 prove the irrational
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0
Answer:
Any rational or irrational when getting added or subtracted the result will always be Irrational.
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Answered by
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let √2+√3 be rational number written in form of p/q
=> √2+√3 = p/q
=> √3 = p/q - √2
=> √3 = (p/q - √2)²
=> √3 = p²/q² + 2 - 2√2p/q
This contradicts the fact that 3 is rational and √3 is irrational
Hence √2+√3 is irrational
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