<p>If you miss 3 or 4, is that an 800?</p>
<p>Also for the question about f(x + 3) being equal to f(x)*f(3)
I know e^x was the correct answer, but does anyone remember which letter it was? Was it B or D?</p>
<p>facepalm: I can’t guarantee it, but that’s what I remember it to be…</p>
<p>Hiking and sorora: i got 6 for that one</p>
<p>Yeah the common ratio was -3, and since the third term was 18, the second must’ve been -6.</p>
<p>(Or something along those lines…I cant remember the exact numbers, but that’s the line of thought.)</p>
<p>starchywinky: e^x was B
hiking: I thought it was -2+i instead…but at the same time I cannot guarantee it either</p>
<p>Laurier:
I got -6, too. (18/-3=-6)</p>
<p>***-6 yeah thats what i got</p>
<p>That’s what I got, ok.</p>
<p>
</p>
<p>Can anyone explain this? Thanks!</p>
<p>I got -6 also.</p>
<p>And thank you! :'D Got that one right too. I was rushing towards the end so wasn’t sure if I put the right one.</p>
<p>Facepalm:
If your t(10) is correct, then your answer (-2i-1) is correct.</p>
<p>Can someone explain how the box and wisker (meow) was 50% :(</p>
<p>I put 20%</p>
<p>@Laurier: </p>
<p>f(x +3) = e^(x+3) = (e^x)(e^3) when you multiple exponents, you add them.</p>
<p>@Mathisfun: In a box and whisker plot, the top and bottom of the box represents the 25th and 75th quartiles, and it was pointing at the ends of the whole box, so 50%.</p>
<p>Laurier
f(x+3)=e^(x+3)=e^x<em>e^3=f(x)</em>f(3)</p>
<p>anyone remember the prime number question? how about the one on similar triangles?</p>
<p>I thought it said when perent of students scores between 70 and 90 inclusive…and 1/5 did</p>
<p>I know about quartlies and stuff…but what are you talking about when you say “it was pointing at” i dont remember anything pointing :(</p>
<p>i used law of cosines for the triangle one…i think its wrong though D:</p>
<p>@Hiking…i put 25 for prime # and I can’t remember what i put for similar triangles</p>
<p>You were looking for the percent between 70 and 90 right?
70 was the 25th quartile, and 90 was the 75th quartile. By pointing, I mean that those two scores were the endpoints of the box.</p>