Sample+Space

E.g. 1,2,3,4,5,6 for rolling a die || **__Simple__** Rolling a dice Flipping 1 coin 20 times Coloured pegs in a bag (1 of each colour) Tossing 2 coins || What are the chances you will roll a 5?
 * Constructs || About || Tasks || Questions ||
 * Sample Space || Set of all possible outcomes.
 * __Compound__**

How many heads or tails will you get out of 20 flips? What are the chances you will pull out a yellow? What are all of the possible outcomes? || __no. of times the event occurred__ EP= no. of trials conducted There will always be variations across probability experiments. || Coloured pegs in a bag (uneven colour distribution) Roll a dice 30 times M & M’s games Giraffe game || If I pull out a peg, put it back in and pull out another (20 times) which colour do you think you will see most? What is the probability of getting an even number and odd number? Record estimates and compare with results. A number higher than 3? Lower than 3? || __no. of outcomes in the event__ TP= total no. of possible outcomes || M & M’s games Giraffe game ||  ||
 * Experimental Probability || Calculation of probability related an actual experiment and the figures obtained:
 * Theoretical Probability || Calculation of probability related to the theory or thinking behind an event.
 * Probability comparisons || Involve reasoning to distinguish ‘fair’ and ‘unfair’ probability situations. || 2 die with one person getting high and the other getting low numbers ||  ||
 * Conditional Probability* || The probability of an event depends on the circumstances in which it occurs. A conditional probability is the probability of an event, assuming a particular set of circumstances. || Drawing cards of a particular suit (advanced) to gain all the same suit. ||  ||
 * Independence* ||  ||   ||   ||