Prove that 5+√3 is irrational no.

1.	Prove that 5+√3 is irrational no.
Answer» Answer: Therefore p and b have some COMMON FACTORS. But p and b were in lowest form and both cannot be EVEN. HENCE, the assumption was wrong and hence, (5−√3) is an IRRATIONAL number. So, (5−√3) is an irrational number.

Answer»

Answer:

Therefore p and b have some COMMON FACTORS. But p and b were in lowest form and both cannot be EVEN. HENCE, the assumption was wrong and hence, (5−√3) is an IRRATIONAL number. So, (5−√3) is an irrational number.

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Prove that 5+√3 is irrational no. ​

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Prove that 5+√3 is irrational no.