<p>Thoughts??</p>
<p>I thought it was pretty easy compared to the first time I took it.</p>
<p>It wasn’t too bad but that might also mean that I didn’t do well on it. I omitted two and wasn’t sure on about two of them. What did you put for the question near the end of the test in which the answer was either 4/5 or -4/5? What might the curve be?</p>
<p>I only did 40/60</p>
<p>Completely lost track of time</p>
<p>I got 4/5</p>
<p>for the line L with distance 2 apart, is it the cylindrical one?</p>
<p>I did cylindrical because it said in a space, not coordinate plane.</p>
<p>anyone remember the question with the answer as either 4/5 or -4/5?</p>
<p>It was -4/5. Cosines are negative in the second quadrant. And yes, it was cylindrical.</p>
<p>That test wasn’t very difficult at all.</p>
<p>great, thanks. what was the answer to the gloves question?</p>
<p>The minimum number that guaranteed you would draw a matching pair? I got 4.</p>
<p>4 gloves.
+++++</p>
<p>I got 4 also</p>
<p>What was the answer to the dog age and human age question? I put I and III, not sure though.</p>
<p>I put I only, i got 54.03 instead of 51 with g(6)</p>
<p>I and II, I think. The first one was right, and so was the second because it gave you ~40 for g(6), which was less than f(7). The third I remember being incorrect.</p>
<p>I and II
+++++</p>
<p>Basically, f(4)=28 and g(6)<f(6) were correct, and g(8)=51 was incorrect.</p>
<p>I don’t think III is right - it is 54.03. However, I put I and II as right because II said that the age of the dog described by the 2nd function is less than that of the 1st function (if I remember correctly), and if you plug both functions into the graphing calculator, that’s true at around x=5.9. I’m not sure if they’re going to be THAT picky on it not being exactly 6, but whatever :P</p>
<p>Anyone remember the question with ‘r’ and ‘s’ being prime numbers greater than 2? I think I got that question wrong 
I put the answer as ‘None’ are true because I took r=3 and s=5, however, I is true if r=7 and s=11 :(</p>
<p>“I” only is true for r and s</p>
<p>Yes, that was what I assumed after I finished the test 
Oh well. How do you think the curve will be?</p>