<p>lmfao @ the judges seeing thousands of essays about Michael Brown</p>
<p>im quite the anti bushie, just an FYI.</p>
<p>Hey, I talked about Stalin and how the most qualified candidates have lost elections.</p>
<p>ha. you think it'd be more logical to point out faults of people who've actually been in leadership positions...</p>
<p>there was a question with 3 intersecting Venn Diagrams labelled x,y, and z.
The question asked something along the lines of what is the addition of numbers in sets x and y ...... can anyone tell me anything about that</p>
<p>er 3+7 = 10</p>
<p>I got samething as Syn on the number of rectangles in the circle problem. Couldn't there be an infinite amount? lol</p>
<p>I think the answer to the venn diagram one was 7. You just had to use the number that was printed that marked the intersection of the two circles, I believe. I hope I didn't misread the question. Can anyone confirm this?</p>
<p>Now that I think about it though, they may have been asking what the total number of unique elements in those two sections, where you would have to subtract the common difference from both, add the numbers and then re-add the common difference to get the total number... Hrm... It depends on what the actual question was.</p>
<p>i thought the intersection was just 7... since that was the number in between x and y but not including z</p>
<p>unless im remembering it wrong</p>
<p>I don't think it was either of those. I added the # in the intersection of both the two circles and all three circles.</p>
<p>Your second theory could be right.</p>
<p>****.</p>
<p>Oh man, I really want to see a copy of the question to see if I read it right. It seemed so Easy at the time!</p>
<p>"I added the # in the intersection of both the two circles and all three circles."
I did this too.</p>
<p>i really hope it was as easy as it seemed... it wasnt far along so im guessing it wasnt meant to be a difficult one...</p>
<p>does anyone have any idea what 2 or 3 wrong might be?
one being gridin</p>
<p>Lets pray.</p>
<p>The question is, In the diagram, did they count the three objects in the center just that one time? Or in every section they appeared?</p>
<p>The answer to the venn diagram WAS 10!</p>
<p>You guys misread the diagram. Fortunately, Ive already takin 15 SAT's (including practice tests) so I dont fall for college board's stupid traps any more</p>
<p>I love you.</p>
<p>I also added all the intersections between the 2 circles, even when they involve the third one. I don't think they mentioned the intersection that are ONLY present between those 2 groups.</p>
<p>"The answer to the venn diagram WAS 10!"
So you added the number in the intersection between those two circles and also the number in the intersection of all 3 circles?</p>
<p>yes, you had to add the intersection between the 2 circles + the intersection between all 3.
As for some other answers...
the parabola one: the new one would be wider
the other triangle one: 4/5
one of the beginning ones with 2x + 3 = 10 or something: 14</p>
<p>I thought that last one was 7/2</p>
<p>You have to multiply it by 4, and it would be 14.</p>
<p>Sorry..</p>
<p>Knowing mistakes just sucks.</p>