<p>Oh I remember that question. I believe it was either I and III or just I, i've forgotten.</p>
<p>I got I only. my friend insists that it's I and II, but I heavily disagree</p>
<p>I got I II and III. It said they were real numbers...
Real number - The field of all rational and irrational numbers is called the real numbers, or simply the "reals," and denoted .</p>
<p>rational number - All numbers of the form , where a and b are integers (but b cannot be zero). Rational numbers include what we usually call fractions</p>
<p>hah, you're right =x</p>
<p>Did anyone have a writing question that was about some author.
I think the answer was "as with the case of" or something like that but I'm not too sure.</p>
<p>hold up can someone reiterate the complete a()b problem-----i put it was only I only</p>
<p>I got I and II.... if you plug in the numbers, it comes out equal for I and II, but for III there's an extra x or something on one side....</p>
<p>Crud... I heck of screwed math over... isn't the proctor supposed to let me pee (I know I lose time)...</p>
<p>I got I and II also. When I did choice III, I got an extra x. I was fairly certain it was I and II.</p>
<p>What about that means question? I was too antsy (needed to pee, badly) to actually check...</p>
<p>Are you guys sure about this? </p>
<p>Extra x? it was a and b....</p>
<p>I did each one over like two times, and the only possible answer was I.
Plugging numbers in is a terrible idea, because sometimes it works for one and not for others. By solving for a and b, the only one that worked in all cases was I only. Can anyone give us a concrete answer?</p>
<p>im pretty sure the answer was I II and III... but who can be sure until we get them back?</p>
<p>maybe we are all talking about a different problem. I am talking about one where it had like a (circle) b, but then it said which of these are equal to something, and it had like x (circle) y, x(circle)x +y(circle)y or something like that.</p>
<p>yeah, there's the funky symbol, and then there's the "what is this mean" problem....</p>
<p>I GOT I ... AND ... II</p>
<p>pretty sure i got it right...i remember an extra 'funky' --> something or other ... jajajajaja</p>
<p>So thats kingsfan nikeswooshguy and I for I and II. Both nikeswooshguy and I got an extra x in III. How did you other guys get your answers?</p>
<p>pretty sure it's I and II but we'll see</p>
<p>Checked with numerous sources. It's I and II.</p>
<p>ANyone else have a clue about the spare-ornate terse-elaborate problem?</p>
<p>i said spare on that question (and whatever went with it), pretty sure its right</p>
<p>I thot that question was the terse answer. I dunno</p>
<p>But for the average one the answers were only I and III which were 7 and 10 because it said that 2 and 20 were the highest, 3 was mode, 6 was median. So the arrangement was:</p>
<p>2,3,3,6,x,x,20/7 = 7, 8.5 or 10</p>
<p>since 6 had to be the median you couldnt have put 4 or 5. the only answers that worked were</p>
<p>2,3,3,6,7,8,20/7 = 7 and 2,3,3,6,17,19,20/7 = 10</p>
<p>Also to the question about the ab circle thing it was only I and II</p>
<p>you had a () b = ab + a + b
and the only ones that worked were I and II, everyone is right who said that there was like an extra x or something</p>