<p>
I think it was an infinite amount of slopes because you could just rotate around that point on the line and it would still be perpendicular.</p>
<p>catcat18 it was indeed infinite</p>
<p>what about the 2 lines intersect, the amount of points equidistant?</p>
<p>The question for how many perpendicular lines can be draw to a specific line at a specific point in 3d plane: infinite.</p>
<p>KAIDAN: “what about the 2 lines intersect, the amount of points equidistant?”</p>
<p>Two perpendicular lines.</p>
<p>
It’s 2 lines that bisect the vertical angles created.</p>
<p>^agreed 10char</p>
<p>a line represented the points equidistant…sources: calc III</p>
<p>i put 2 perpendicular lines, thats correct then?</p>
<p>KAI: "i put 2 perpendicular lines, thats correct then? "</p>
<p>yes.</p>
<p>How about the question of a point (0,6) is a segment that’s 10 units long and if you spin that around (0,6), what the x interval range would be…sorry extremely bad grammar lol.</p>
<p>What’s the usual curve? 44+ MC = 800?</p>
<p>(-8,8) was the answer to the segment one…</p>
<p>Totally guessed on that one but yes^ :D</p>
<p>The last one was awesome. It came out to two, because you make the matrices and do [A]^-1 * **. </p>
<p>The second to last one I got wrong. Missed the word “contains,” like everyone else in here. Oh well.</p>
<p>Overall, I’m happy with it. It wasn’t that hard and I should have an 800.</p>
<p>hkim0713 : It was [-8,8]</p>
<p>The question pi^(2-r) / pi^(r) (or something like that)…what was the answer?</p>
<p>Boss & rohit, thanks :)</p>
<p>anyone remember the question where you had to find the point of intersection of two lines? one of them was 2^x… can’t remember if they asked for the x-value of intersection or the y-value</p>
<p>I’m pretty sure it was the x value that they asked for.</p>
<p>catcat yea that one i just graphed and i got something like 1.886…</p>
<p>They asked for the x-value. I think it came out to be like 1.xxx . Someone correct me if I’m wrong.</p>