if integer N has p factors ; how many factors will 8N have ?
Choose the correct choice from the following choices:
A) p
B) 2p
C) P+1
D) 2p+1
E) Cannot be determined
Case 1:   Let N = 6 =&gt; 2 x 3 (prime factorization) =&gt; p = 4;   8N = 48 =&gt; No. of factors = 10; (p+6)   Case 2:   Let N = 7 =&gt; 3^2 (prime factorization) =&gt; p = 2;   8N = 56 =&gt; no of factors = 8; (4p)   For different N different results are observed. So, shouldn't Cannot be determined be the right answer?
<result>E</result>
if integer N has p factors ; how many factors will 8N have ?