<p>Quadrilateral didn’t have enough information. The sides could have been of varying lengths. I don’t remember what slope question you’re asking, unless it’s the one about the parallel slope. All you had to do was solve for y and use the variable of x (or m), since they were parallel. It was a fraction. I think that 2/5 sticks out in my head for some reason, but I have no clue.</p>
<p>@skaggs, it said parallelorgram</p>
<p>ahhh you’re correct.</p>
<p>yeah, parallelogram with Perimeter = 68, one side 14, find the other 3 sides. 2 pairs (at least) of sides in a parallelogram are congruent, so
68= 14+14+x+x
40= 2x
20= x
Thus the answer was 14, 20, 20. C maybe?</p>
<p>Also, if I’m thinking of the right slope question, it was something like
“Find the slope of any line parallel to 5x+7y=7 [might not be 7 but I know 5x+7y is right]”
So, basically it’s the same as the slope of this line. In standard form Ax+By=C, m= -A/B so it was -5/7, I’m pretty sure B.</p>
<p>I agreed with all of those consalidated answers a while back.</p>
<p>Oh geez, I thought a parallelogram had opposite sides equal? God dang it. Are you sure it wasnt what dynamo got? :(</p>
<p>Did it say “four-sided parallelogram?”</p>
<p>…Wth? Isnt a paralellogram with 4 sides?</p>
<p><a href=“http://en.wikipedia.org/wiki/Parallelogram[/url]”>http://en.wikipedia.org/wiki/Parallelogram</a></p>
<p>In geometry, a parallelogram is a quadrilateral with two pairs of parallel sides.
Opposite sides of a parallelogram are equal in length.</p>
<p>Haha. Of course, I’m just kidding. It’s what dynamo said.</p>
<p>A parallelogram does have opposite sides equal. I’m 100% certain about my answer unless I misread or something but I doubt that. </p>
<p>All parallelograms are 4 sided.</p>
<p>Edit: Hahah skaggs, ok. I was worried for a minute there.</p>
<p>Lol dude, I was about to flip out. I was like…have you taken 2nd grade math?</p>
<p>You are correct.</p>
<p>For the asymptote x=2 one, did you guys get 4x+3/x-2?</p>
<p>ya because the denom cannot be 0</p>
<p>I am 100% sure that the answer to the inequality question was B, not A.</p>
<p>@NewAccount</p>
<p>I am 100% sure you got the question wrong then ><</p>
<p>If the answer choice for B was “x - 1 < B, 1 - x < B,” then I am 100% sure that the correct answer was B as well.</p>
<p>The answer was not A. Graph the function abs(x-1) and pick an arbitrary number for B (the variable) and you will see that the answer is B.</p>
<p>Yes, skaggs. This is a basic algebra theorem. I don’t see why there is any contention.</p>
<p>Excuse me? The point of me saying that was to remind the people discussing it of the correct answer. I don’t remember if it’s distinctly B or A; rather, I was trying to assist you in your search for the correct answer. I apologize and won’t do it again…</p>
<p>The answer was x - 1 < B, 1 - x < B, what ever that letter was, i chose it, but Im not sure which letter it was</p>