<p>OMG I put .20, I think. WIll that extraneous 0 matter?</p>
<p>4 was the cars</p>
<p>shouldn't...</p>
<p>i doubt it, if it does (i'd say 1% chance of this happening) you should call them up and complain.</p>
<p>SHYIT!!! I THOUGHT THEY SAID REVERSE ONLY ON THE X AXIS!!!! I got -3,3! DKJSfhksdjfhaskjh !</p>
<p>what was the answer to the area of the figure that had the triangle and the rectangle? I got 1/2x^2 + 3y. is that correct?</p>
<ul>
<li>cars?? i still dont remember</li>
</ul>
<p>did u guys get (-3,-3)
i had trouble visualizing the flip</p>
<p>You had 4 door models, and 2 door models. He had twice as many 4 doors as 2 doors. There were 40 4 doors, so there had to be 20 2 doors. You had a missing number, you did x + all the 2 doors = 20 (which is half of 40)</p>
<p>(-3,-3)
y=-x is a 135 degree line through the origin. Reflecting from I makes it III. In III, everything is negative.</p>
<p>OMG Mike. I felt strange about that one. I put 6. That was the obvious answer. I knew I had missed something.</p>
<p>Pie chart choices, E (2/3,2/6,1/6). And perpendicular A (-7/4). just writing down to confirm my 800</p>
<p>NYCstudent, that is wrong. The answer was 3y + 1/2 (x-3) ^ 2</p>
<p>and what question had an answer of 6 in SPR?</p>
<p>can u explain to me why the answer is 1/2(x-3)^2 + 3y. I am pretty sure the area of the triangle was 1/2x^2 and the area of the rectangle was 3y.</p>
<p>6 was a possible answer for abc</p>
<p>NYC: x was the entire length, to find the side of the triangle, you had to subtract 3, the height of the rectangle from the side.</p>
<p>6? I remember 256. That one?</p>
<p>Part of the length (3) was also part of the rectangle. to account for that, you use (x-3)</p>
<p>what does that have to do with the answer?</p>
<p>what day are scores available online?</p>
<p>abc? I spent much time on that one. I made all the denominators 18. </p>
<p>6a+3b+c=18
6+3+1=10
18/10=1.8
(6<em>1.8)(3</em>1.8)1.8=abc=104.976~105</p>
<p>Where'd I go wrong? Did I?</p>