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jeopardy.tex
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% LaTeX Jeopardy Game
% by Braden Licastro
% 2 Oct 2014
%
% A modification of beamer latex template by DCMST
% on StackExchange for Tex.
%
% NOTES:
% This game MUST be compiled using PDFLaTeX
% This game can ONLY be played in Adobe Reader due to the javascript links (ocgx)
% You must only use the mouse to click the buttons, any other interaction breaks the game
% You must hide the prize before going home due to LaTeX limitations
% You must have fun, or else.
\NeedsTeXFormat{LaTeX2e}
\documentclass{beamer}
\usepackage[]{autojeopardy} % Accepts no parameters
\usepackage{amssymb} % Math symbols
\begin{document}
\begin{frame}
\hypertarget{home}{}
\vspace*{-.5cm}
\subjects{Logic}{Professors}{The Major}{Calculus I}{``Category 5''}
\prizes
\end{frame}
% Section 1 Question 100
\content % 4 arguments
{s1-100} % question internal identifier
{Logic} % subject number
{100 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
I am an odd number. Take away one letter and I become even.
}
\only<2>{
What is seven? (Take away the `s' and it becomes `even')
}
\end{textarea}
}
% Section 1 Question 200
\content
{s1-200} % question internal identifier
{Logic} % subject number
{200 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
Among the assertions made in this problem there are three errors.\\
What are they?
\begin{enumerate}[(a)]
\item $2 + 2 = 4$
\item $4 \div \frac{1}{2} = 2$
\item $3\frac{1}{5} \times 3\frac{1}{8} = 10$
\item $7 - (-4) = 11$
\item $-10 (6 - 6) = -10$
\end{enumerate}
}
\only<2>{
What are \textbf{(b)}, \textbf{(e)} and the fact that there aren't three errors?
}
\end{textarea}
}
% Section 1 Question 300
\content
{s1-300} % question internal identifier
{Logic} % subject number
{300 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The next symbol in this sequence.\\
\includegraphics[scale=1.5]{s1q300}
}
\only<2>{
What is \includegraphics[scale=.25]{s1a300}?
}
\end{textarea}
}
% Section 1 Question 400
\content
{s1-400} % question internal identifier
{Logic} % subject number
{400 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
A logician vacationing in the South Seas finds himself on an island inhabited by the two proverbial tribes of liars and truth-tellers. Members of one tribe always tell the truth, members of the other always lie. He comes to a fork in the road and has to ask a native bystander which branch he should take to reach a village. He has no way of telling whether the native is a truth-teller or a liar. The logician thinks a moment, then asks \textit{one} question only. From the reply he knows which road to take. What did he ask?
}
\only<2>{
``If I were to ask you if this road leads to the village, would you say yes?''
}
\end{textarea}
}
% Section 1 Question 500
\content
{s1-500} % question internal identifier
{Logic} % subject number
{500 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
An intelligent horse learns arithmetic, algebra, geometry, and trigonometry but is unable to understand the Cartesian coordinates of the analytic geometry. What proverb does this suggest?
}
\only<2>{
Proverb:\\
\textit{Do not put Descartes before the horse.}
}
\end{textarea}
}
% Section 2 Question 100
\content
{s2-100} % question internal identifier
{Professors} % subject number
{100 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The current Department Chair.
}
\only<2>{
Who is Professor Lakins?
}
\end{textarea}
}
% Section 2 Question 200
\content
{s2-200} % question internal identifier
{Professors} % subject number
{200 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The Actuarial Adviser and has a PHD from Yale.
}
\only<2>{
Who is Dr. LoBello?
}
\end{textarea}
}
% Section 2 Question 300
\content
{s2-300} % question internal identifier
{Professors} % subject number
{300 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The Engineering Liaison.
}
\only<2>{
Who is Professor Weir?
}
\end{textarea}
}
% Section 2 Question 400
\content
{s2-400} % question internal identifier
{Professors} % subject number
{400 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The Dimensions Club Adviser.
}
\only<2>{
Who is Professor Werner?
}
\end{textarea}
}
% Section 2 Question 500
\content
{s2-500} % question internal identifier
{Professors} % subject number
{500 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The $\Pi$ME Adviser.
}
\only<2>{
Who is Professor Carswell?
}
\end{textarea}
}
% Section 3 Question 100
\content
{s3-100} % question internal identifier
{The Major} % subject number
{100 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
Mathematics is in this division.
}
\only<2>{
What is Natural Science?
}
\end{textarea}
}
% Section 3 Question 200
\content
{s3-200} % question internal identifier
{The Major} % subject number
{200 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The number of credits required for the Math major at Allegheny.
}
\only<2>{
What is 43?
}
\end{textarea}
}
% Section 3 Question 300
\content
{s3-300} % question internal identifier
{The Major} % subject number
{300 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The number of credits required for a Math minor at Allegheny.
}
\only<2>{
What is 20?
}
\end{textarea}
}
% Section 3 Question 400
\content
{s3-400} % question internal identifier
{The Major} % subject number
{400 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The required 300 level courses for a Math Major.
}
\only<2>{
Linear Algebra (320)\\
Algebraic Structures I (325)\\
Introduction to Analysis (340)
}
\end{textarea}
}
% Section 3 Question 500
\content
{s3-500} % question internal identifier
{The Major} % subject number
{500 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The 400 level Math courses.
}
\only<2>{
Topology (400)\\
Algebraic Structures II (425)\\
Real Analysis (440)
}
\end{textarea}
}
% Section 4 Question 100
\content
{s4-100} % question internal identifier
{Calculus I} % subject number
{100 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
{\huge $\int \frac{dx}{5-3x}$}
}
\only<2>{
{\Large $-\frac{1}{3} ln \lvert 5-3x \rvert + C$}
}
\end{textarea}
}
% Section 4 Question 200
\content
{s4-200} % question internal identifier
{Calculus I} % subject number
{200 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
{\Large $\lim_{x \to \frac{\pi}{2}}\frac{1 - \sin{(x)}}{\cos{(x)}^2}$}
}
\only<2>{
{\huge $\frac{1}{2}$}
}
\end{textarea}
}
% Section 4 Question 300
\content
{s4-300} % question internal identifier
{Calculus I} % subject number
{300 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The values of $a$ and $b$ such that the line $2x + y = b$ is \\
tangent to the parabola $y = ax^2$ when $x=2$.
}
\only<2>{
{\Large $a = -\frac{1}{2}$\\
$b = 2$}
}
\end{textarea}
}
% Section 4 Question 400
\content
{s4-400} % question internal identifier
{Calculus I} % subject number
{400 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The equation of the line tangent to \\$2(x^2 + y^2)^2 = 25(x^2 - y^2)$ at the point $(3,1)$.
}
\only<2>{
{\Large $y = \frac{40}{13} - \frac{9x}{13}$}\\
\includegraphics[scale=.225]{s4-400}
}
\end{textarea}
}
% Section 4 Question 500
\content
{s4-500} % question internal identifier
{Calculus I} % subject number
{500 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
{\Large $\int \frac{3x^3 - 17x^2 + 36x - 35}{x^2 - 4x + 4}dx$}
}
\only<2>{
{\Large $\frac{3}{2}x^2 - 5x + 4ln \lvert x - 2 \rvert + \frac{7}{x - 2} + C$}
}
\end{textarea}
}
% Section 5 Question 100
\content
{s5-100} % question internal identifier
{``Category 5''} % subject number
{100 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The year in which Allegheny College was founded.
}
\only<2>{
What is 1815?
}
\end{textarea}
}
% Section 5 Question 200
\content
{s5-200} % question internal identifier
{``Category 5''} % subject number
{200 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The course number of the Mathematics Junior Seminar.
}
\only<2>{
What is 585?
}
\end{textarea}
}
% Section 5 Question 300
\content
{s5-300} % question internal identifier
{``Category 5''} % subject number
{300 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The 6th Fibonacci number.
}
\only<2>{
What is $5$?
}
\end{textarea}
}
% Section 5 Question 400
\content
{s5-400} % question internal identifier
{``Category 5''} % subject number
{400 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The number that always results from the following:
\begin{enumerate}
\item Choose any number.
\item Add the next highest number to that number.
\item Add 9.
\item Divide by 2.
\item Subtract the original number.
\end{enumerate}
}
\only<2>{
What is $5$?
}
\end{textarea}
}
% Section 5 Question 500
\content
{s5-500} % question internal identifier
{``Category 5''} % subject number
{500 POINTS}{ % question prize
\begin{textarea}[] % question/answer content
\only<1>{
The number of times can you take $5$ from $25$.
}
\only<2>{
What is $1$? (Then it becomes $20$)
}
\end{textarea}
}
\end{document}