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biased sample

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dependent event

event

expirement

expiremental probability

favorable outcome

independent event

outcomes

population

probability

relative frequency

sample

sample space

simulation

theoretical probability

unbiased sample

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Experimental

Population

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Sample

Compound Event

Simple Event

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Probability

- Type
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A set of all outcomes in an experiment EVENT

The ratio of the number of times a specified event happens to the total number of trials or experiments performed Experimental Probability

An event that includes two or more independent events Compound Event

When there are M ways to do one thing, and N ways to do another, then there are M x N ways of doing both Counting Principle

All the possible results in a probability experiment Sample Space

An event that consists of exactly one outcome Simple Event

The number of possible ways an event can happen compared to all possible outcomes Theoretical Probability

All the OTHER possible outcomes of an experiment Complement

A chart that organizes possible outcomes for a process to make it easy to count Tree Diagram

All possible results of a trial or an experiment Outcome

Denoting two events that cannot occur at the same time Mutually Exclusive

The likelihood or chance of a given event happening Probability

An event whose outcome has nothing to do with the outcome of other event Independent Event

An event whose outcome is affected by the outcome of another event Dependent Event

- Type
- Crossword Puzzle

The ________ of an event is a ratio that compares the number of favorable outcomes to the number of possible outcomes. Probability

Outcomes occur at ________ if each outcome is equally likely to occur. Random

__________ ____________ is based on uniform probability- what should happen when conducting a probability experiment. Theoretical Probability

______________ _________ is based on relative frequency- what actually occurs during such experiment. Experimental Probability

The set of all the possible outcomes in a probability experiment is called the _________ _________. Sample Space

Organized lists, tables, and _______ ________ can be used to represent the sample space. Tree Diagrams

A _________ ___________ is one in which there is more than one possible outcome. Compound Event

A possible result in a probability experiment is called ___________. Outcome

_________ ________ are two events in which either one or the other must happen, but they cannot happen at the same time. Complementary Events

__________ __________ is the ratio of the number of experimental successes to the number of experimental attempts. Relative Frequency

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ACUTE

ADD

AVERAGE

BIASED

DATA

DENOMINATOR

DOT PLOT

EQUIVALENT

FRACTION

FUNCTION

LINE OF REFLECTION

LOWER QUARTILE

MEDIAN

NUMERATOR

OUTCOME

PROBABILITY

RANDOM SAMPLE

RANGE

REDUCING

SUBTRACT

- Type
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The set of all possible outcomes of an experiment Sample space

The set that contains elements or objects that belong to either A or B or to both Union of two sets (A u B)

The set having no elements Null or Empty set

Refers to the elements not in that set Complement of a set

A diagram that shows relationships between different finite sets Venn Diagram

Two or more events that cannot occur at the same time Mutually exclusive

Two or more events that can occur at the same time Mutually inclusive

When two events A and B are mutually exclusive, the probability that A or B will occur is the some of probability of each events Addition rule

Probability of both occurring by p(A and B) Event

Total number outcome is based on a particular category or event p(A/B) Conditional probability

Two events are dependent if the outcome of the first affect the outcome of the second probability changed Dependent event

Two events, A and B are independent if the fact that A occur does not effect the probability that B occur Independent events

Is the chance that something's will happen how likely is that some event will happen sometime you can measure a probability with a number like 10 percent chance of rain Basic probability

A tree diagram is a toal that we use in general mathematics ..Probability and stastic that allow us to calculate the number of possible outcome of an event Tree diagrams

The probability of two independent events occurring can found by the following former p(AnB) =p(A).p(B) Multiplication rule

When two events are said to be independent of each other Two way table

Drawing a red card from a standard deck of card is 26/52 so percent the probability of drawing a deck is 13/52 (25) percent the odd for event is the ratin of the number Odds

The chance of an event occurring Probability

- Type
- Crossword Puzzle

A set of information data

the range of numbers that includes the largest and smallest values scale

the difference between the largest and smallest values range

the scale divided into equal, non-overlapping parts intervals

a graphical representation of data on a number line line plot

data that is unbroken and numerical continuous

a graph depicting bars that represent non-continuous data bar graph

a bar graph representing continuous data; bars touch histogram

the middle data point when the data are in order median

the sum of the data divided by the number of data mean

the data that occurs most mode

the ratio of the number of successful outcomes to the number of possible outcomes probability

the set of all possible outcomes sample space

the result of a probability experiment outcome

when the result of the first event does not affect the result of the second event independent events

when the result of the first event does affect the result of the second event dependent events

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complement

union

intersection

unlikely

likely

even chance

certain

impossible

set notation

conditional

Venn diagram

dependent

independent

sample space

tree diagram

biased

fair

relative frequency

theoretical

experimental

probability

mutually exclusive

outcome

event

- Type
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chance of something happening Probability

total number of outcomes samplespace

subset of the outcomes (portion of the total) event

the set of elements that belong to one or both sets. union

elements common in all sets Intersection

elements that are not in the set compliment

the occurrence of one event does not affect the other Independent Events

An event in which more than one outcome is possible compound event

In a normal curve, the 1st standard deviations are 68%, 2nd 95%, 3rd 99.7% Imperical rule

Data Curve showing usual probability Normal Distribution

average Mean

A numerical quantity measuring some aspect of a population of scores Parameter

A numerical measurement describing some characteristic of a sample Statistics

Gives the number of how many standard deviations x lies from the distribution mean Zscore

Favors a certain outcome bias

When a sample is chosen from an entire group at random Cluster Sample

numerical data quantitative

categorical data qualitative

type of sample preventing bias random

way to gather information by asking people questions survey

sample of population favors a certain circumstance convenience sample

Process of applying a treatment to a sample group Experiment

the likelihood of an event based on mathematical reasoning theoretical probability

the actual probability that occurs in an experiment experimental probability

probability that event a and b will both occur intersection

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vertical angles

variability

unit rate

theoretical probability

like terms

supplementary angles

simple interest

scale drawing

random sample

proportion

polyhedron

percent increase

percent decrease

overlapping

experimental probability

distributive property

distribution

constant

compound event

complementary angles

coefficient

circumference

adjacent angles

additive inverse