December 2013 SAT thread

<p>frederick douglas reading passage: was that experimental or not?</p>

<p>it was (x-1)^2 +2 so the minimum was 1 i think</p>

<p>negative 1. and that 108 was the brown and the fractions of colors- that was a false alarm for a couple of us.</p>

<p>I mean 1. not negative. lol, I put 1 on the test thank the universe.</p>

<p>No way? Really? My test said what is the minim of the equation. I need a 540 each section and I’m so nervous. For the essay I wrote about dr king and Dante Alhegori. With the triangle area inside the rectangle the area could have been two.</p>

<p>Is aomeone going to make apost or a goog doc or somehing?</p>

<p>Triangle was 1/8.</p>

<p>What about the area question in terms of a? Answers were a, 2a, 3a, 4a, 6a, etc</p>

<p>3a. but did anyone get a passage on frederick douglas?</p>

<p>So what was the reading experimental?</p>

<p>raven…more detail. </p>

<p>There was another question about x is 3, find y in 4 is x plus 2 times y</p>

<p>Waiiiiiit I put 4/16 is that still correct?</p>

<p>the math experimental was 2/3 right</p>

<p>Not sure which was the reading exp. I hope it is the one I didnt know vocab on that.</p>

<p>the math experimental was the section with 3000 numbers and 2/3 right guys???</p>

<p>So did anyone has the expermental math and had critical passages of either sphinx or higher education or one with a picture of a duck ?</p>

<p>YES IT WAS 2/3 do you have to reduce fractions on sat??? I put 4/16 instead of 1/8. Also what did you guys get for the diffrence of sales when a student asked 95 to a kid who asked 75. I picked one</p>

<p>wasnt 4a the answer…because base times height? and 3000 and 2/3rds was not experimental…i hear the one with the chemistry was</p>

<p>was the 3000 numbers and 2/3 question part of the experimental???</p>

<p>@plantturkey</p>

<p>You were finding the area of a figure that reflected over the y-axis in terms of a. I don’t even remember if it was actually reflected, I just remember that the bottom coordinates were (a, 0) and (-a, 0)</p>