Assignments

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Book Report Slideshow

Stats Project Slideshow

Applets

Title Description
Aaronson Oracle Demonstration of how people don't behave randomly
Negative Binomial Experiment Simulates outcomes of a negative binomial random variable with adjustable probability of success
Combinatorics calculator Allows you to calculate combinations, permutations, and factorials quickly
Birthday Paradox Simulation Simulates the chance that 2 people in a group will have the same birthday given n people in the group
Expected Value applet Shows convergence to expected value of average value of rolling 1 fair die


Applet Collections

Title Description
Explorable Explainers Interactive guided explorations of probability topics
Probability/Statistics Object Library Bernoulli trial simulations, applets for looking at random sampling and hypothesis testing
Stats Medic Conceptual simulations and interactive class activities
Game Theory.net Gambling and classic probability simulations
GeoGebra Probability Applets Miscellaneous probability simulations


Title Type Description
Matt Parker 100 Prisoner Problem Video Video explaining the 100 prisoner problem and its solution with a live simulation
Broken Stick Problem Video Video explaining a geometric solution to the broken stick problem
Bernstein 100 Prisoners Website Simulation results of random guessing with different parameters
Data Genetics 100 Prisoners Website Different explanation of 100 prisoner problem and its solution
100 Prisoner Simulation Applet 100 Prisoner simulation


Project Video



Applet 1: Sine Function Transformation


Applet 2: Hyperbolic Paraboloid Tangent Plane


Applet 3: 3d Conics



Applet 4: Original GeoGebra Applet

1. Start as prisoner 1 and open boxes using any strategy you like. How many tries did it take for you to find your own number?

2. Play through the game as prisoners 1 through 10, opening the boxes at random for each prisoner (use the reset button between turns). How many reshuffles did you have to use before you won the game/gave up?

3. Open boxes using the "pointing" method (e.g. prisoner 1 opens box 1, then opens the box of the number contained in box 1, etc). How many reshuffles did you have to use before you won the game?