December 2010 SAT Math

<p>is this thread for the east coast SAT math only? cuz im in the west and none of these questions match mine…</p>

<p>What’s a 5- or 6- and 1om?</p>

<p>adfadsfdddddd</p>

<p>u mean u got 5 or 6 wrong or a -6 of raw score. And how many mc wrong, how many grid in wrong?</p>

<p>what are the questions to the following grid ins:</p>

<p>6
875</p>

<p>What do you think that -1 grid in would get me? How about -1 grid in and -1 MC? Thanks.</p>

<p>what would 1 wrong,2 omitted be?</p>

<p>ge@ if you calculate w/o a curve a wrong grid in will get you a 785 , which rounds to 790 </p>

<p>and for mc and grid-in it comes out to 766 which rounds off to 770</p>

<p>What do you think that -1 grid in would get me? How about -1 grid in and -1 MC? Thanks.</p>

<p>probably 750-760 if 2 wrong and 770-780 if one wrong</p>

<p>also i dont understand why the largest radius of the cube is 1, it should be root 3</p>

<p>@aryus, howju get rt3?</p>

<p>i got 1 for the radius, not sure</p>

<p>@aa2011, it is most certainly 1. 0.o ill explain if u provide a background of ur train of thought.</p>

<p>because 1 is the distance from center to bottom of square. then you draw a diagonal from center to edge (radius). right?</p>

<p>@aa2011 </p>

<p>got five or six multiple choice wrong and one wrong on the short answer which i think is an omit.</p>

<p>You guys remember the question where the median was 77.</p>

<p>Also, the one with AB / (1/3) where it was I, II, and III. Did you guys get I and III.</p>

<p>@aakash
5mc / 1grid=688.8 ~ 690</p>

<p>6mc/1grid=670</p>

<p>evil@ I know the background behind it, was just making sure. Thanks though.</p>

<p>there was a m/c question like finding “t” or something</p>

<p>It was like a set of two numbers. One of them is one less than the square of the second.</p>

<p>one of them is 8</p>

<p>what can be the other one?</p>

<p>I put 3 b/c 8 is one less than the square of 3 (9)</p>

<p>@aryus - For the sphere to be inscribed in the cube, it can’t touch the corners. Otherwise, it’d be too big for the cube; in fact, in that case, the cube would be inscribed in the sphere.</p>