<p>i think it was actually $20 per adult.</p>
<p>wait…so can someone tell me what exactly the problem with the adult catering things had in it, and what they wanted</p>
<p>what was this one: 22. Lumber was 222 ft^3</p>
<p>It told you the price was linear, gave you the price for two groups of adults and asked you to find the price for 50 adults. You found out it was modeled by C=20A+50</p>
<p>Remembered 2 more problems, now down to 7 left!</p>
<ol>
<li>First question about megabytes and music = 31892</li>
<li>(n-1)!/n! = 1/n</li>
<li>Cos = v sec = w … 1/w</li>
<li>Bouncing question less than 6 inches = 4 bounces</li>
<li>(Log sin -1) + (log sin +1) = 2 log cos x</li>
<li>How many different numbers with 4,5,6,7 = 24</li>
<li>Perimeter = 55 two sides are 15 and 20 what is smallest angle = 44 degrees</li>
<li>Surface area of prism – 156.9</li>
<li>Which changes the std deviation – III multiply by 5</li>
<li>Which y int cuts the rectangle into two equal parts = -1</li>
<li>Two roots 3 and -2 – i which one is also a root = -2 + i</li>
<li>Some dumb girl goes to a new company and increases worker production by 5% over t years = P(1.05)^t</li>
<li>ax2+bx+c has two distinct roots = a cannot equal 0</li>
<li>1/a + 1/a2 +1/a3 = 1/6 what is a? a = 11</li>
<li>Which graph is symmetrical across origin = graph A</li>
<li>Matrix question – determinant = 0</li>
<li>Limit question was 2</li>
<li>10 consecutive positive integers; II only, median = mean</li>
<li>Bar graph with people and calculators in their household. which one is the mean = 2.48 calculators</li>
<li>Shifting the cosine graph = -3 = cos (x + 5)?</li>
<li>People splitting the beach house rent = $140</li>
<li>Lumber was 222 ft^3</li>
<li>the one wth the domain was |a| was <=2 and not equal to 0</li>
<li>odd product probabality one was 1/4</li>
<li>Center of circle (2,-1)</li>
<li>3 Trig functions: II and III only</li>
<li>Triangle, answer was 15/sin (something) -> ?</li>
<li>Adults catering service - $2450</li>
<li>Inverse of f was given, find x for f(x)=5, x=0</li>
<li>e = -4/7</li>
<li>Distance in space was 5</li>
<li>Range was >-1.93 (??)</li>
<li>For m^91+34m^90 being a perfect square, m=34</li>
<li>Vector in the 4th quadrant</li>
<li>sin(sin(x)) = 0.3, cos x = .952</li>
<li>g(x) = x^3 f(x) = sqrt(x) f(g(x)) = 0.1, x = .22</li>
<li>Some problem about the greatest x-intercept with a function that was given as c-bx+ax^2</li>
<li>6 / n+1 was the least for n=7 = 6/8</li>
<li>Volume of trough = 18sin(theta) ft^3</li>
<li>For a question that was like f(x) = rt(x^2+c) if (a,b) is on the graph (-a,b) is also on the graph</li>
<li>Line through (2,3) perpendicular to some other line was like 4x+3y+1=0.</li>
<li>Function was discontinuous at 2</li>
<li>For the linear graph that asked you to find x such that f(f(x)), x=4 (E)</li>
</ol>
<p>it was (if i remember correctly)
20 dollars per adult
50 dollars for initial service</p>
<p>$1550 to cater 75 adults
$1050 to cater 50 adults</p>
<p>how much would it cost to cater 125 adults?</p>
<p>something like that</p>
<p>xeaqs… for the one where it was find the perpendicular line, the slope should actually be positive 3/4, so your equation is off. i remember the original line having -4/3 slope??</p>
<p>What was the one about the f(f(x)) again? i remember the f(f(x)) just not the actual whole problem</p>
<p>It had the graph of -1/2x+4 and asked you to find x such that f(f(x))=3</p>
<p>o i think i do remember getting 4! this is sweet!w
what was 38. on your list haha sorry i have a bad memory :)</p>
<p>It was like the 2nd problem or so it was just like which of these is the least?
A) 6/n
B) 6/(n+1)
C) 6/(n-1)
D) n/6
E) (n-1)/6
or something like that</p>
<p>k thanks .</p>
<p>yeah… ^^^ B</p>
<p>xeaqs8 did u add that to the list?</p>
<p>Some corrections, clarifications</p>
<ol>
<li>First question about megabytes and music = 31892 seconds</li>
<li>(n-1)!/n! = 1/n</li>
<li>Cos = v sec = w … 1/w</li>
<li>Bouncing question less than 6 inches = 4 bounces</li>
<li>(Log sin -1) + (log sin +1) = 2 log cos x</li>
<li>How many different three digit positive numbers (no repeating digits) with 4,5,6,7 = 24</li>
<li>Perimeter = 55 two sides are 15 and 20 what is smallest angle = 44 degrees</li>
<li>Surface area of prism – 156.9</li>
<li>Which changes the std deviation – III multiply by 5</li>
<li>Which y int cuts the rectangle into two equal parts = -1</li>
<li>Two roots 3 and -2 – i which one is also a root = -2 + i</li>
<li>Some dumb girl goes to a new company and increases worker production by 5% over t years A = P(1.05)^t</li>
<li>ax2+bx+c has two distinct roots = a cannot equal 0</li>
<li>1/a + 1/a2 +1/a3 = 1/6 what is a? a = 11</li>
<li>Which graph is symmetrical across origin = graph A (looked like -tan x)</li>
<li>Matrix of coefficients question – determinant = 0</li>
<li>Limit of (x^2-1)/(x-1) as x approaches 1 is 2</li>
<li>10 consecutive positive integers; II only, median = mean</li>
<li>Bar graph with people and calculators in their household. which one is the mean = 2.48 calculators</li>
<li>Shifting the cosine graph = -3 = cos (x + 5)?</li>
<li>People splitting the beach house rent = $140</li>
<li>Lumber was 222 ft^3</li>
<li>the one wth the domain was |a| was <=2 and not equal to 0</li>
<li>odd product probabality one was 1/4</li>
<li>Center of circle (2,-1)</li>
<li>3 Trig functions: II and III only</li>
<li>Triangle, answer was 15/sin (something) -> ?</li>
<li>Adults catering service - $2450</li>
<li>Inverse of f was given, find x for f(x)=5, x=0</li>
<li>e = -4/7</li>
<li>Distance in space was 5</li>
<li>Range was y > -1.93 (??)</li>
<li>For m^91+2m^90 being a perfect square, m=34</li>
<li>Vector b-a in the 4th quadrant</li>
<li>sin(sin(x)) = 0.3, cos x = .952</li>
<li>g(x) = x^3 f(x) = sqrt(x) f(g(x)) = 0.1, x = .22</li>
<li>Some problem about the greatest x-intercept with a function that was given as c-bx+ax^2</li>
<li>6 / n+1 was the least for n=7 = 6/8</li>
<li>Volume of trough = 18sin(theta) ft^3</li>
<li>For a question that was like f(x) = rt(x^2+c) if (a,b) is on the graph (-a,b) is also on the graph</li>
<li>Line through (2,3) perpendicular to some other line was like 4x-3y+1=0.</li>
<li>Function was discontinuous at 2</li>
<li>For the linear graph that asked you to find x such that f(f(x)), x=4 (E)</li>
</ol>
<p>What is the lumber problem??</p>
<p>4 left!</p>
<ol>
<li>First question about megabytes and music = 31892 seconds</li>
<li>(n-1)!/n! = 1/n</li>
<li>Cos = v sec = w … 1/w</li>
<li>Bouncing question less than 6 inches = 4 bounces</li>
<li>(Log sin -1) + (log sin +1) = 2 log cos x</li>
<li>How many different three digit positive numbers (no repeating digits) with 4,5,6,7 = 24</li>
<li>Perimeter = 55 two sides are 15 and 20 what is smallest angle = 44 degrees</li>
<li>Surface area of prism – 156.9</li>
<li>Which changes the std deviation – III multiply by 5</li>
<li>Which y int cuts the rectangle into two equal parts = -1</li>
<li>Two roots 3 and -2 – i which one is also a root = -2 + i</li>
<li>Some dumb girl goes to a new company and increases worker production by 5% over t years A = P(1.05)^t</li>
<li>ax2+bx+c has two distinct roots = a cannot equal 0</li>
<li>1/a + 1/a2 +1/a3 = 1/6 what is a? a = 11</li>
<li>Which graph is symmetrical across origin = graph A (looked like -tan x)</li>
<li>Matrix of coefficients question – determinant = 0</li>
<li>Limit of (x^2-1)/(x-1) as x approaches 1 is 2</li>
<li>10 consecutive positive integers; II only, median = mean</li>
<li>Bar graph with people and calculators in their household. which one is the mean = 2.48 calculators</li>
<li>Shifting the cosine graph -> y-3 = cos(2(x + 5))?</li>
<li>People splitting the beach house rent = $140</li>
<li>h = 41(1.25)^d; L = pi(d/2)^2(h-12); Find L for d = 2.25, L was 222 ft^3</li>
<li>the one wth the domain was |a| was <=2 and not equal to 0</li>
<li>odd product probabality one was 1/4</li>
<li>Center of circle (2,-1)</li>
<li>3 Trig functions: II and III only</li>
<li>Triangle, answer was 15/sin (something) -> ?</li>
<li>Adults catering service - $2450</li>
<li>Inverse of f was given, find x for f(x)=5, x=0</li>
<li>f(x) = x + k/x. If f(2)=4f(1), what is k? k = -4/7</li>
<li>Distance in space was 5</li>
<li>Range was y > -1.93 (??)</li>
<li>For m^91+2m^90 being a perfect square, m=34</li>
<li>Vector b-a in the 4th quadrant</li>
<li>sin(sin(x)) = 0.3, cos x = .952</li>
<li>g(x) = x^3 f(x) = sqrt(x) f(g(x)) = 0.1, x = .22</li>
<li>Some problem about the greatest x-intercept with a function that was given as c-bx+ax^2</li>
<li>6 / n+1 was the least for n=7 = 6/8</li>
<li>Volume of trough = 18sin(theta) ft^3</li>
<li>For a question that was like f(x) = rt(x^2+c) if (a,b) is on the graph (-a,b) is also on the graph</li>
<li>Line through (2,3) perpendicular to some other line was like 4x-3y+1=0.</li>
<li>Function was discontinuous at 2</li>
<li>For the linear graph that asked you to find x such that f(f(x))=3, x=4 (E)</li>
<li>For the problem that was like which n is a counter example to the statement that 2^n+1 is a prime, n=3</li>
<li>If (x-3)(x^2+1)=0, find (x-4)(x^2+1); answer = -10</li>
<li>x^5y = 2a, x^30y = ?, answer was 64a^6</li>
</ol>
<p>hey for the 64a^6 one, was that choice e?</p>
<p>ooh we have 46 out of 50!! awesome =]</p>
<ol>
<li>For the linear graph that asked you to find x such that f(f(x)), x=4 (E)
->is it the one where f(f(x))=5?</li>
</ol>
<ol>
<li>First question about megabytes and music = 31892 seconds</li>
<li>(n-1)!/n! = 1/n</li>
<li>Cos = v sec = w … 1/w</li>
<li>Bouncing question less than 6 inches = 4 bounces</li>
<li>(Log sin -1) + (log sin +1) = 2 log cos x</li>
<li>How many different three digit positive numbers (no repeating digits) with 4,5,6,7 = 24</li>
<li>Perimeter = 55 two sides are 15 and 20 what is smallest angle = 44 degrees</li>
<li>Surface area of prism – 156.9</li>
<li>Which changes the std deviation – III multiply by 5</li>
<li>Which y int cuts the rectangle into two equal parts = -1</li>
<li>Two roots 3 and -2 – i which one is also a root = -2 + i</li>
<li>Some dumb girl goes to a new company and increases worker production by 5% over t years A = P(1.05)^t</li>
<li>ax2+bx+c has two distinct roots = a cannot equal 0</li>
<li>1/a + 1/a2 +1/a3 = 1/6 what is a? a = 11</li>
<li>Which graph is symmetrical across origin = graph A (looked like -tan x)</li>
<li>Matrix of coefficients question – determinant = 0</li>
<li>Limit of (x^2-1)/(x-1) as x approaches 1 is 2</li>
<li>10 consecutive positive integers; II only, median = mean</li>
<li>Bar graph with people and calculators in their household. which one is the mean = 2.48 calculators</li>
<li>Shifting the cosine graph -> y-3 = cos(2(x + 5))?</li>
<li>People splitting the beach house rent = $140</li>
<li>h = 41(1.25)^d; L = pi(d/2)^2(h-12); Find L for d = 2.25, L was 222 ft^3</li>
<li>the one wth the domain was |a| was <=2 and not equal to 0</li>
<li>odd product probabality one was 1/4</li>
<li>Center of circle (2,-1)</li>
<li>3 Trig functions: II and III only</li>
<li>Triangle, answer was 15/sin (something) -> ?</li>
<li>Adults catering service - $2450</li>
<li>Inverse of f was given, find x for f(x)=5, x=0</li>
<li>f(x) = x + k/x. If f(2)=4f(1), what is k? k = -4/7</li>
<li>Distance in space was 5</li>
<li>Range was y > -1.93 (??)</li>
<li>For m^91+2m^90 being a perfect square, m=34</li>
<li>Vector b-a in the 4th quadrant</li>
<li>sin(sin(x)) = 0.3, cos x = .952</li>
<li>g(x) = x^3 f(x) = sqrt(x) f(g(x)) = 0.1, x = .22</li>
<li>Some problem about the greatest x-intercept with a function that was given as c-bx+ax^2</li>
<li>6 / n+1 was the least for n=7 = 6/8</li>
<li>Volume of trough = 18sin(theta) ft^3</li>
<li>For a question that was like f(x) = rt(x^2+c) if (a,b) is on the graph (-a,b) is also on the graph</li>
<li>Line through (2,3) perpendicular to some other line was like 4x-3y+1=0.</li>
<li>Function was discontinuous at 2</li>
<li>For the linear graph that asked you to find x such that f(f(x)), x=4 (E)</li>
<li>For the problem that was like which n is a counter example to the statement that 2^n+1 is a prime, n=3</li>
<li>If (x-3)(x^2+1)=0, find (x-4)(x^2+1); answer = -10</li>
<li>x^30a = 64a^6 or something like that</li>
</ol>
<p>4 left!</p>
<ol>
<li>First question about megabytes and music = 31892 seconds</li>
<li>(n-1)!/n! = 1/n</li>
<li>Cos = v sec = w … 1/w</li>
<li>Bouncing question less than 6 inches = 4 bounces</li>
<li>(Log sin -1) + (log sin +1) = 2 log cos x</li>
<li>How many different three digit positive numbers (no repeating digits) with 4,5,6,7 = 24</li>
<li>Perimeter = 55 two sides are 15 and 20 what is smallest angle = 44 degrees</li>
<li>Surface area of prism – 156.9</li>
<li>Which changes the std deviation – III multiply by 5</li>
<li>Which y int cuts the rectangle into two equal parts = -1</li>
<li>Two roots 3 and -2 – i which one is also a root = -2 + i</li>
<li>Some dumb girl goes to a new company and increases worker production by 5% over t years A = P(1.05)^t</li>
<li>ax2+bx+c has two distinct roots = a cannot equal 0</li>
<li>1/a + 1/a2 +1/a3 = 1/6 what is a? a = 11</li>
<li>Which graph is symmetrical across origin = graph A (looked like -tan x)</li>
<li>Matrix of coefficients question – determinant = 0</li>
<li>Limit of (x^2-1)/(x-1) as x approaches 1 is 2</li>
<li>10 consecutive positive integers; II only, median = mean</li>
<li>Bar graph with people and calculators in their household. which one is the mean = 2.48 calculators</li>
<li>Shifting the cosine graph -> y-3 = cos(2(x + 5))?</li>
<li>People splitting the beach house rent = $140</li>
<li>h = 41(1.25)^d; L = pi(d/2)^2(h-12); Find L for d = 2.25, L was 222 ft^3</li>
<li>the one wth the domain was |a| was <=2 and not equal to 0</li>
<li>odd product probabality one was 1/4</li>
<li>Center of circle (2,-1)</li>
<li>3 Trig functions: II and III only</li>
<li>Triangle, answer was 15/sin (something) -> ?</li>
<li>Adults catering service - $2450</li>
<li>Inverse of f was given, find x for f(x)=5, x=0</li>
<li>f(x) = x + k/x. If f(2)=4f(1), what is k? k = -4/7</li>
<li>Distance in space was 5</li>
<li>Range was y > -1.93 (??)</li>
<li>For m^91+2m^90 being a perfect square, m=34</li>
<li>Vector b-a in the 4th quadrant</li>
<li>sin(sin(x)) = 0.3, cos x = .952</li>
<li>g(x) = x^3 f(x) = sqrt(x) f(g(x)) = 0.1, x = .22</li>
<li>Some problem about the greatest x-intercept with a function that was given as c-bx+ax^2</li>
<li>6 / n+1 was the least for n=7 = 6/8</li>
<li>Volume of trough = 18sin(theta) ft^3</li>
<li>For a question that was like f(x) = rt(x^2+c) if (a,b) is on the graph (-a,b) is also on the graph</li>
<li>Line through (2,3) perpendicular to some other line was like 4x-3y+1=0.</li>
<li>Function was discontinuous at 2</li>
<li>For the linear graph that asked you to find x such that f(f(x))=3, x=4 (E)</li>
<li>For the problem that was like which n is a counter example to the statement that 2^n+1 is a prime, n=3</li>
<li>If (x-3)(x^2+1)=0, find (x-4)(x^2+1); answer = -10</li>
<li>x^5y = 2a, x^30y = ?, answer was 64a^6</li>
</ol>
<p>whoa, on the limit one, since (x-2) on top and bottom cancels, there is no limit</p>