A) HCF=p, LCM=p+1
B) HCF=p (p+1), LCM=1
C) HCF=1, LCM=p (p+1)
D) None of the above
Correct Answer: C
Solution :
Since, p is prime. |
\[\therefore\] p and p + 1 has no common factor other than 1. |
\[\therefore\] HCF of p and \[p+1=1\] |
and LCM of p and \[p+1=p\times \left( p+1 \right)\] |
\[=p\left( p+1 \right)\] |
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