<p>I wish someone told me to take this after I finished math ii freshman year -.- and for there to be a calculus sat for those who’ve taken AP calc</p>
<p>What did you guys put for the reflection question? </p>
<p>The answer choices were like, x axis, y=-x, and the origin.</p>
<p>Answers were origin and y=-x. I and III.</p>
<p>OKAY THANK GOD.</p>
<p>That’s what I put.</p>
<p>I left 3 blank and I got 2 wrong.</p>
<p>I think I have a one question buffer to still make an 800 since this was a pretty tough test compared to the released ones.</p>
<p>Rahul, same. Crossing my fingers b/c getting 800 first time would be awesome.</p>
<p>The test was really not that bad. Most questions were really straight-forward. Chem was a lot harder.</p>
<p>Interesting how 75% of the questions asked on this thread are just repeats of prior questions.</p>
<p>Reposting Master List.</p>
<ol>
<li>f(3) - f(1) = 6 </li>
<li>Segment with five distinct points: 10</li>
<li>Last problem (disk/laser): B) 987</li>
<li>Complex number: 2-3i is also a root</li>
<li>Given x=√(2+√2), find (x^2-2)^2: 2</li>
<li>Angle with slopes of line l and m (2/5 and 3/5): 9.16 degrees</li>
<li>Parametric: -1/3</li>
<li>Infinite series: 2 - (1/n)</li>
<li>f(t)=2cost and g(t)=sin(t/2), find the slope of the line connecting (0, f(0)) and (pi,g(pi)): -1/pi</li>
<li>Value of x^x as x approaches 0: 1</li>
<li>Domain, range: {1, 2, 3} </li>
<li>ln x = e^-x: 0.27</li>
<li>Average speed of car: less than 50 mph</li>
<li>Graph shift, f(x) = f(x-2) + 3: two to the right, three up</li>
<li>Graph of f(x) = 1/g(x): 3</li>
<li>(a^3)^2=123.1: 2.2</li>
<li>Extending line segment, with ratio 1:2: (8, 12)</li>
<li>Perimeter of equilateral triangle: 15</li>
<li>Unit circle/chord: 2sin(theta)</li>
<li>Perimeter of triangle on a cube with side length 7: 29.7</li>
<li>Inverse graph: D)</li>
<li>Absolute value: b</li>
<li>Volume of cone: 18.88</li>
<li>Logic (if…, then…) t >= 3</li>
<li>Period: sin(2pi)</li>
<li>Average scores/min. number of judges: 5</li>
<li>1.5 radians → degrees: 85.9</li>
<li>5^(2x+1) = 96: take log of both sides and solve => 0.918</li>
<li>Point symmetry: I and III (about origin; across y=-x)</li>
<li>n(n+1)(n+2): divisible by 2 and 3, but not 4 </li>
<li>Perpendicular product: -1</li>
<li>x+x+x = x^2 : 0,3</li>
<li>sin (thetha) = x^2, what is sin (2theta): 2x^2 root (1-x^4)</li>
<li>1. f(3) - f(1) = 6 </li>
<li>Segment with five distinct points: 10</li>
<li>Last problem (disk/laser): B) 987</li>
<li>Complex number: 2-3i is also a root</li>
<li>Given x=√(2+√2), find (x^2-2)^2: 2</li>
<li>Angle with slopes of line l and m (2/5 and 3/5): 9.16 degrees</li>
<li>Parametric: -1/3</li>
<li>Infinite series: 2 - (1/n)</li>
<li>f(t)=2cost and g(t)=sin(t/2), find the slope of the line connecting (0, f(0)) and (pi,g(pi)): -1/pi</li>
<li>Value of x^x as x approaches 0: 1</li>
<li>Domain, range: {1, 2, 3}</li>
<li>ln x = e^-x: 0.27</li>
<li>Average speed of car: less than 50 mph</li>
<li>Graph shift, f(x) = f(x-2) + 3: two to the right, three up</li>
<li>Graph of f(x) = 1/g(x): 3</li>
<li>(a^3)^2=123.1: 2.2</li>
<li>Extending line segment, with ratio 1:2: (8, 12)</li>
<li>Perimeter of equilateral triangle: 15</li>
<li>Unit circle/chord: 2sin(theta)</li>
<li>Perimeter of triangle on a cube with side length 7: 29.7</li>
<li>Inverse graph: D)</li>
<li>Absolute value: b</li>
<li>Volume of cone: 18.88</li>
<li>Logic (if…, then…) t >= 3</li>
<li>Period: sin(2pi)</li>
<li>Average scores/min. number of judges: 5</li>
<li>1.5 radians → degrees: 85.9</li>
<li>5^(2x+1) = 96: take log of both sides and solve => 0.918</li>
<li>Point symmetry: I and III (about origin; across y=-x)</li>
<li>n(n+1)(n+2): divisible by 2 and 3, but not 4 </li>
<li>Perpendicular product: -1</li>
<li>x+x+x = x^2 : 0,3</li>
<li>sin (thetha) = x^2, what is sin (2theta): 2x^2 root (1-x^4)</li>
<li>a(10)=155</li>
<li>girls and boys 2(g-10)</li>
</ol>
<p>If anyone remembers the last 15 questions…</p>
<p>The 2x^2 root one should be 2-x^4, not 1-x^4.</p>
<p>
</p>
<p>Wait, I put 1-x^4. And I don’t seem to remember that there was a 2 under the root? Someone want to confirm for me?</p>
<p>was there one with 2sin^2(x)*sqrt(1-sin(4x)^2) or something like that</p>
<p>I’m not sure if it was inverse or not.</p>
<p>thesmiter, actually, I might be thinking of a different one. Yeah sorry. I’m thinking of sqroot(2+sqrt(2)).</p>
<p>if i omitted 4, what is the approximate maximum number of questions i can miss and still get an 800?</p>
<p>If the curve is 43 like the one for the identical June test 2 years ago, you can miss 2.</p>
<p>^ 43 or 44-ish / 50 seems to be the cut off, so you can only miss 2.
current: 46/50
buffer: 2-3 raw points
= 2 missed at max.
(3 misses means -4 raw, which puts you below.)</p>
<p>Actually it doesn’t matter if the curve is 43. If you miss 2, your raw will be 44. If you miss 3, it’ll be 42, which very likely won’t be an 800.</p>
<p>What is the guessing penalty? Is it -.25?</p>
<p>Yes it is.</p>
<p>what are you guys saying? If i missed -5 questions let say, i get hit by a 1.25 penatly which is 43.75 which is rounded up to 44/50, and the test in 2010 i believe was -8 for an 800.</p>