Chance, likelihood, combinations and the mathematics of uncertainty!
Understanding the chance of something happening.
Events that always happen, never happen, or might happen.
Comparing how probable different events are.
Coming SoonCoin flips, dice rolls and spinners.
Coming SoonWriting probability as favourable outcomes over total outcomes.
Listing all possible outcomes of an experiment.
Coming SoonRunning experiments and recording results to estimate probability.
Coming SoonFairness and equally likely events with coins and dice.
Coming SoonUsing tree diagrams to list outcomes of combined events.
P(A or B) for mutually exclusive events.
Coming SoonP(A and B) for independent events.
Coming SoonP(not A) = 1 − P(A) and using complements.
Coming SoonP(A|B) — probability of A given that B has occurred.
Updating probabilities based on new evidence.
Coming SoonCounting ordered arrangements — nPr.
Coming SoonCounting unordered selections — nCr.
Coming SoonDiscrete and continuous random variables and their distributions.
The bell curve, z-scores and standard normal tables.
Coming SoonB(n,p) — repeated independent trials with two outcomes.
Coming SoonE(X) — the long-run average of a random variable.
Coming SoonPractice Probability with all 4 game types at every level.
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