<p>f(3) * g(x) = 6
f(3) = 1 in the graph
g(x) = 6
g(3) = 6
what is x? x = 3</p>
<p>Difference of two similar triangles = 9</p>
<p>diameter is 1, 6 tangent circles. Perimeter = 6</p>
<p>total profit in millions = 1 mil.</p>
<p>what is 4...12...36...108? 4th term</p>
<p>2 sqrt x = x^(y-1.5) + sqrt x --> y=2</p>
<p>bi-root = sqrt(2x)
semiroot = sqrt(x/2)
bi-root of semi-root of 128 = 4</p>
<p>pr-rp = 0</p>
<p>p+k = 28. p and k are positive prime numbers. what could be the value of p?
11 or 17</p>
<p>half the sum of 20 and x/8 was equal to 3<em>5</em>7. what is x? 1520.</p>
<p>there's a coordinate (4,7) and a line stretching out from that coordinate and the slope
of the line is 1.2. What is the y-coordinate of (7,y)? 10.6</p>
<p>after the third term in the sequence -1...0...1 the fourth term and on are sums of the three preceding numbers. what is the tenth term? 20.</p>
<p>TANYA - only I, not II, not III. it wasn't III because 3 would make a B as the code is given.</p>
<p>b = 3(a-1)
c = b - 3a + k
what is c if k = 3? c = 0</p>
<p>k<em>2^2</em>3^2 = 6^2
what is k? k = 1</p>
<p>price was marked up from $.75 to $.90
what is the percentage of markup? 20%</p>
<p>two squares inscribed in the largest square; the smallest square's area is 200.
what is the area of the largest? 800.</p>
<p>distance between the midpts? sqrt 2.</p>
<p>x<0<y<1<z
the least? xz.</p>
<p>which cannot be the number of right triangles in a quadrilateral
3</p>
<p>B was the candidate who saw the most increase in votes from 2002 to 2004</p>
<p>two bisectors in an isosceles triangle - x was 110</p>
<p>Set S and Set T; probability of picking a common element? 2/5 or 0.4</p>
<p>two circles cut like a 6-piece-pizza. what is the area of 1/6 of the "wheel"?
8/3*pi</p>
<p>there are 150 coffee-flavored candies </p>
<p>the seventh day's temperature was 88</p>
<p>Debt of Americans spread out in 1970 or sth was 16*10^3 hence n = 16</p>
<p>2n is divisible by 8
n is divisible by both 4 and 2 so II and III only</p>
<p>parallel lines --> either 43 or 46, i don't know. </p>
<p>15n for the miles run by someone</p>
<p>when n+3 is divided by 7, the remainder is 1</p>
<p>quadratic function y = x^2 - kx + 15 was k = 8 and therefore (5,0) for x-intercept</p>
<p>ice cream combination = 15</p>
<p>two crossing lines and one added so as to make the lines as if they were a star, y = 130, x = 65</p>
<p>number of oak trees
---------------------- = .36 or 9/25
number of maple trees</p>
<p>cylinder problem -- find the area of ACD = 60</p>
<p>parallelpiped x<em>3x</em>2 = 90
x = sqrt 15</p>
<p>coordinate when square's side is 7 units long and the original coordinate is 3,2 = (10,9)</p>
<p>f(x) = 3|x-4| + 2
f(x) is min at x = 4</p>
<p>(x+4)(x-4) in terms of k if
what is x^2-12 = k?
k-4 = (x+4)(x-4)</p>
<p>average of 100+j 100+k 100+l?
100 + (j+k+l)/3</p>
<p>pierce and truman had no average difference
(E) 0</p>
<p>equilateral triangle with midpoint bisector was 30 degrees (not sure)</p>
<p>44/54</p>
nice list… ill gather some questions and post them here once done :)</p>