Pick a game or come up with one ( any card game )

include the following:

a. Introduction and overview of the game, history, background information, and the rules

b. Explanation of which parts of the game involve strategy and which involve chance

c. A data collection from playing through the game (either at home or with classmates) which includes the calculations for theoretical and experimental probability (you can include a link to play the game, if you have created one)

d. Expected value of playing the game, if applicable

e. An explanation and calculation of any additional probability principles included in your game, for example:

i. Additive principle (the Rule of Sum)

ii. Combinations when choosing exactly 'r' unique items

iii. Combinations when choosing some identical objects iv. Combinations when choosing some unique items

v. Complementary events

vi. Conditional probability

vii. Counting techniques viii. Dependent events

ix. Experimental probability

x. Experimental probability / trials

xi. Factorials

xii. Fundamental counting principle

xiii. Independent events

xiv. Indirect method

xv. Mutually Exclusive events

xvi. Non-mutually Exclusive Events

xvii. Odds

xviii. Pascal's triangles and related applications

xix. Permutations of identical items

xx. Permutations of non-identical items

xxi. Subjective probability

xxii. Theoretical probability

f. Summary of the data and calculations from your game, and conclusion of what you learned