Topic 2 (Part 1) Flashcards
Probability
an experiment that can result in different outcomes, even though it is repeated in the same manner every time
Random Experiment
a set of all possible outcomes of a random experiment and is denoted as S
Sample Space
if it consists of a finite or countable set of outcomes
Discrete Sample Space
If it contains an interval (either
finite or infinite) of real numbers
Continuous Sample Space
graphical representation used
to show all possible outcomes
Tree Diagram
a subset of the sample space of a random experiment
Event
all events that consists of all outcomes that are contained in either of the two events
Union
all events that consists of all outcomes that are contained in both two events
Intersection
set of outcomes in the sample space that are not in the event
Complement
if two events A and B have no elements in common
Mutually Exclusive
visual representation of the relationships between different
sets or groups of items
Venn Diagram
mathematical methods used to determine the number of possible outcomes in a situation or the number of ways an event can occur
Counting Technique
states that if there are 𝑚 ways
to do one event and 𝑛 ways to
do another event, then there are 𝑚 × 𝑛 ways to do both events together.
Multiplication Rule
number of ways to arrange a set of objects where the order matters
Permutation
counts the number of ways to choose a subset of items from a larger set
Combination