<p>No. When simplified it leaves x^2=y. Subtract y to get 0. I got 800 in math both times I’ve taken it. </p>
<p>I got x^2-y = -2 and i put authenticity and artifice for that vocab question. And what is up with this “acace” “abcd” stuff. Did you guys really memorize what you bubbled in.</p>
<p>@jpmac13 i’m pretty sure eliminating an underlined portion is a valid correction.</p>
<p>@jpmac13 when you have a diagonal line on your paper, it raises some eyebrows</p>
<p>Was the parliament one no error?</p>
<p>yes is was 2x +2 = root 8x - 4x +4. When you solve for X^2-y you get -2. I am almost positive</p>
<p>I last minute switched from -2 to 2. So pist</p>
<p>@PoopyMcGee12 yes. The SAT test makers like to throw in distractor phrases. When the phrase between the commas are taken out, you are left with being on its own and when taken into context, it makes no sense. Also, no it was 0. If you could recall the exact work for me I can prove its 0. </p>
<p>Question**</p>
<p>It is -2. The question is on page 19</p>
<p>@ChubbyPanda111 </p>
<p>The question was</p>
<p>2x - 2 = root(8x + 4y -4) Square both sides</p>
<p>4x^2 -8x +4 = 8x + 4y -4</p>
<p>x^2 +1 = y -1</p>
<p>x^2 -y = -2. its def -2</p>
<p>It was root 8x-4x-4 not plus</p>
<p>No that’s not the question. Obviously, you jsut recalled a question from memory that doesn’t even have the variable y in it lmao. </p>
<p>@ChubbyPanda111 im 200% sure it was -2… i did that prob twice</p>
<p>I got -2 as well. I hardly make algebra mistakes so im guessing its right</p>
<p>it was 2x+2=root 8x+4y-4
X=3, y=11
2(3)+2=root 8(3)+ 4(11)-4
8=root 64
8=8</p>
<p>3^2-11=-2</p>
<p>4y lol</p>
<p>@ChubbyPanda111 It did have a y in it -_- . The question was x^2-y=?</p>
<p>Question was 2x - 2 = root(8x + 4y -4)</p>
<p>Yeah I got -2 too and checked my work twice. Gah i still don’t get the roman numeral question. I plugged in a bunch of values to check if the statements were true and i got tht only one of them was true. i forgot which one tho. </p>