<p>Thats what I got</p>
<p>The prime question I got 8 (used 135 and found factors of that)</p>
<p>I put 8 postive divisors for the prime number; confirm?</p>
<p>8 for prime numbers agreed just use 2<em>2</em>2*3 which is 24 adn factor it out u get 8 factors</p>
<p>Prime question was 6 i think. </p>
<p>i used 2<em>2</em>2*3= 24</p>
<p>2,3,4,6,8,12</p>
<p>you forgot 1 adn 24</p>
<p>aznsnake0307: the instructions specifically said to include n and 1. Thus add 24 and 1 to your list.</p>
<p>They said you could include 1 and n</p>
<p>forgot 1, 24</p>
<p>can somebody please confirm my answers in p.3, thanks!</p>
<p>really?? i thought the Prime ones said except 1 and N</p>
<p>no, u read it too quick, it said including 1 adn n</p>
<p>how bout 3<em>3</em>3*1</p>
<p>1 isn’t a prime number</p>
<p>1 is not a prime number.</p>
<p>crap, i put 4 and didn’t add the other factors…</p>
<p>thats 27 = 1,3,9,27</p>
<p>dang, i got 800s on practice, and i screwed up big time :(</p>
<p>How about the question asking how many integrals (??) between (0,0) and (78,83)?</p>
<p>it was none</p>