<p>sweetbitna- you sure you didn't have that? It was in one of the first 2 math sections. Section 5 was experimental for those who had 4 math, 3 verbal. He is talking about the question with the rug</p>
<p>collegefreak, the answer was B. t^20-1, but it was experimental. wait, avanex 20, which one are u guys talking about? 8 by 4? i don't remember that one</p>
<p>Can someone please restate the problem involving prime #s and the one after it? I'm afraid I got 41/43 because I didn't read it carefully...</p>
<p>Sweetbitna, did you have the math with the hieroglyphics problem. If you did I am pretty sure that it was expierimental.</p>
<p>wait. that's different one. omg, i am getting so confused. gotta stop thinking about this stuff.</p>
<p>I probably read it wrong cause people are saying 61,63 however I got 41,43</p>
<p>It asked for the smallest set of primes, basically it was like "first number is prime, and the first odd number after it is prime"</p>
<p>21,23 no because 21 isnt prime</p>
<p>41,43 both are prime</p>
<p>61,63, no because 63 isnt prime</p>
<p>the answer is 41,43 unless I read something wrong</p>
<p>lol sweetbitna calm down. :) The problem with 8*14 was the one where they showed a rectangle and inscribed a rectangle with squiggly lines. Distance was x apart. so you have to make that the answers were consistent</p>
<p>no, sweetbitna i'm talking about the question with the sequence</p>
<p>it was like 5, 9, 1, 2, 3, 3 and it asked that if this sequnce repeated over and over what would be the 620th term? are u talking about that question?</p>
<p>And was it experimental (or in the third math section for those who had four smath section)?</p>
<p>Did it ask you to DISPROVE something? That's what people are saying, Joke.</p>
<p>The experimental math section ended with:</p>
<p>1/(x+y) - 1 = 1/(x-y)</p>
<p>I don't think it asked that. I am highly confident its 41,43</p>
<p>btw, the 620 one was in in one of the first 2 maths and wasnt experimental</p>
<p>6 term sequence</p>
<p>6 goes into 618 evenly, and it asks for 620th number, which was #2 of 6 in the sequence which was 9</p>
<p>All I know is that EXPERIMENTAL MATH WAS SECTION 5</p>
<p>For solving the sequence problems I just wrote a program that prompts for # of digits, then the # digit you want to find... worked like a charm</p>
<p>VVVVVVVVVVVVVVVVvV
Amnesia: Yeah if it was which numbers make this statement FALSE it had to be 61/63 ... :( because 61 isn't prime yet the one after it is prime?</p>
<p>i got 41/43... and it said which numbers make this statement FALSE.</p>
<p>it's a tricky question if you don't read it carefully... did i get it wrong?</p>
<p>it asked which one is false.</p>
<p>i am pretty sure it is 61, 63. but i don't remember the exact question.</p>
<p>ok here are my grid-in answers... pretty sure they are right but not possitive...</p>
<ol>
<li>5</li>
<li>6007</li>
<li>3</li>
<li>120</li>
<li>.5 or anything between 0 and 1</li>
<li>18</li>
<li>280</li>
<li>8</li>
<li>25</li>
<li>5/64</li>
</ol>
<p>anyone get theses or somehting different</p>
<p>I think the question was... "If an odd number is prime, the next consecutive odd integer must also be prime."</p>
<p>Disprove this:</p>
<p>61/63</p>
<p>amnesia, it asked which of the numbers made it TRUE</p>
<p>and it had to be true otherwise there were 2 answers</p>
<p>21,23 worked </p>
<p>41,43 didnt</p>
<p>61,63 worked</p>
<p>if you asked which of them was true</p>
<p>21,23 wasnt</p>
<p>41,43 was</p>
<p>61, 63 wasnt</p>
<p>either way 41,43 was the answer</p>
<p>rhcp what was the one for #3 ? what was the problem you got 3 for? 9 wasn't 25; it was 125. also... SOMEONE FIGURE OUT THE EXACT QUESTION FOR THE PRIME NUMBER PAIR PROBLEM!</p>
<p>the answer is 61/63... two of my friends got that..... i guess i got tripped up... CRAP!</p>
<p>number 9 on the grid in is 125.</p>
<p>im not sure what it was about just that u had to have a number between 0 and 1 for it to work out</p>