<p>Does anybody remember what they got on this question? (from merudh's test format)</p>
<p>It was a grid in question. It's not copied verbatim, of course. </p>
<p>There are three sets, A, B, and C, that contain a different amount of words. Set A contains 1/2 as many words as Set B, with none being the same. Set C has 1/4 of Set A's words, and 1/3 of set B's words. (I don't remember exactly what they were looking for, but it was something along the lines of how many of the words from set C are there compared to set A. Something like that)</p>
<p>Also, when the boy (or girl, I don't remember) was talking about her Civil Rights Leader father, did he see the portrayal of his father by the media with chagrin or dismisiveness?</p>
<p>Also, what about the average problem with the 5 numbers? It turned out to be something like (44+x)/5, which of these can it NOT be: 9, 10, 11, 12, 13; but all of these worked for me so I'm not sure what the answer could be :(</p>
<p>Oh, and the question with the triangles inscribed in the circle in the first math section, was y=40 degrees?</p>
<p>yep I had this one...um the ABC set was 3/11
the portrayel was dismissive
and the triangle in the circles was 30...but I really think that was experimental (only question I skipped)</p>
<p>yep I got harsh and recover, and got lucky on caricature (almost put paragon because I didn't know what it meant)</p>
<p>Also, I don't really think the answer to the inscribed triangle was 30, I'm almost sure it was 40.</p>
<p>If the two bottom triangles were both 30-60-90 triangles, then they intercepted a 120 degree arc on the bottom of the circle. Since the two secants intercepted that same arc, but resided on the outside of the circle, then the angle formed by the two secants must be 1/2 of the arc made by the two radii, or 60 degrees. Since x was 20 degrees, that would make y 40 degrees. Right?</p>