Grade 12 Data Management Exam Review

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197 Terms

1

Probability is

a measure of the likelihood of an outcome occurring

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2

An outcome is

1 possible result of an experiment

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3

Outcomes are

All of the possible results of an experiment

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4

A probability experiment is

An action that has a minimum of 2 possible outcomes

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5

A trial is a

step in probability experiment in which an outcome is produced & tallied

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6

Experimental probability is

the probability of an outcome found using P(A)= n(A)/n(T)


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7

The formula P(A)= n(A)/n(T) is for

experiment probability

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8

In the formula P(A)= n(A)/n(T)


n(T) shows

the number of total trials

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9

In the formula P(A)= n(A)/n(T)


n(A) shows

the number of times event ‘A’ happened

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10

In the formula P(A)= n(A)/n(T)


P(A) shows

the probability of outcome A happening

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11

Subjective Probability is

an estimate that is based on opinion & is ranged from 0 to 1

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12

A sample space is

a collection of all possible outcomes

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13

A sample space can also be known as

a sample set

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14

An even is

a set of outcomes that have a common characteristic

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15

A simple event is

an event that has exactly 1 outcome

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16

Theoretical probability is

the ratio of the number of outcomes to the total number of outcomes possible

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17

The formula for theoretical probability is

P(A) = n(A)/n(S)

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18

In the formula P(A) = n(A)/n(S)


n(A) shows

the number of ways even A can happen

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19

In the formula P(A) = n(A)/n(S)


P(A) shows

the probability of even A happening

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20

In the formula P(A) = n(A)/n(S)


n(S) shows

the total number of possible outcomes in the sample space

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21

In a deck of 52 cards there are _ types of suit cards

4 suits (Heart, Diamond, Spade, Clover)

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22

In a deck of 52 cards there are _ red cards

26 red cards

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23

In a deck of 52 cards there are _ black cards

26 black cards

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24

In a deck of 52 cards there are _ card in each suit

13 cards of each type of suit

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25

In a deck of 52 cards there are _ face cards cards

12 face cards (Jack, King, Queen)

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26

How many possible outcomes are there for the sum of 2 on 2 six-sided dice?

1 (1+1)

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27

How many possible outcomes are there for the sum of 3 on 2 six-sided dice?

2 (1+2) & (2+1)

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28

How many possible outcomes are there for the sum of 4 on 2 six-sided dice?

3 (2+2) & (3+1) & (1+3)

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29

How many possible outcomes are there for the sum of 5 on 2 six-sided dice?

4 (1+4) & (4+1) & (2+3) & (3+2)

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30

How many possible outcomes are there for the sum of 6 on 2 six-sided dice?

5 (1+5) & (5+1) & (2+4) & (4+2) & (3+3)

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31

How many possible outcomes are there for the sum of 7 on 2 six-sided dice?

6 (1+6) & (6+1) & (2+5) & (5+2) & (3+4) & (4+3)

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32

How many possible outcomes are there for the sum of 8 on 2 six-sided dice?

5 (2+6) & (6+2) & (3+5) & (5+3) & (4+4)

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33

How many possible outcomes are there for the sum of 9 on 2 six-sided dice?

4 (3+6) & (6+3) & (5+4) & (4+5)

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34

How many possible outcomes are there for the sum of 10 on 2 six-sided dice?

3 (5+5) & (6+4) & (4+6)

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35

How many possible outcomes are there for the sum of 11 on 2 six-sided dice?

2 (5+6) & (6+5)

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36

How many possible outcomes are there for the sum of 12 on 2 six-sided dice?

1 (6+6)

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37

A complementary even is

all of the outcomes that are not part of A & are A’

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38

A’ means

A prime

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39

The formula for A Prime is

P(A’)= 1-P(A)

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40

The ratio for odds in favour of A is

favourable outcomes : unfavourable outcomes

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41

The ration for odds against A is

unfavourable outcomes “ favourable

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42

There are _ numbers in the roulette wheel

36 numbers & 2 zeros

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43

There are _ red slots in the roulette wheel

18

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44

There are _ black slots in the roulette wheel

18

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45

A simulation is

an experiment that models an actual event

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46

A simulator is

a tool that can be used to give a real-life experiment

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47

A Venn Diagram is

a diagram that is represented by shaded or coloured shapes

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48

Mutually exclusive events are

events that can’t happen at the same time

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49

Non-mutually exclusive events are

events that can happen at the same time

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50

The symbol for ‘and’ is

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51

The symbol for ‘or’ is

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52

The formula for non-mutually exclusive events is

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53

The formula for non-mutually exclusive events is

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54

Independent events are

2 events where 1 event does not influence the other event

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55

Dependent events are

2 events where 1 event does influence the other event

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56

Compound events are

multiple events in a probability experiment

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57

A conditional probability is

a probability of the second event happening after the first

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58

A tree diagram is

a diagram used to show all the possible outcomes

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59

The formula for the probability of 2 independent events is

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60

The formula for the probability of 2 dependent events is

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61

The fundament counting principle

the total number of outcomes for many events

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62

The formula for the fundamental counting principle is

n(S) = n(A) * n(B)

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63

The formula for the fundamental counting principle with more than 2 events is

n(S) = n(A)*n(B)*n(C)

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64

The formula for the fundamental counting principle that are dependent events are

n(S) = n(A)*n(A-1)*n(A-2)

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65

A factorial is

a product of a sequential natural numbers

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66

n factorial can be written as

n! = n*(n-1)*(n-2)

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67

An arrangement is

an ordered list of items

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68

A permutation is

an arrangement of objects in a definite order

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69

The notation for permutations for the same object is

nPn = n!

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70

The notation for permutations for different objects are

nPr = n!/(n-r)! where n is bigger

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71

The indirect method/restrictions for permutations is

n(A)=n(S)-n(A’)

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72

The formula for permutations with some identical items is

n!/p!*q**r!

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73

The formula for permutations with objects in a fixed order is

n!/p!

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74

A combination is

a selection from a group of objects where order does not matter

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75

A combination on a calculate can be wrote as

nCr

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76

A subset is

a set whose elements are also subsets of another set

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77

The formula for subsets are

2n

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78

A null set is

a set with no elements that equals 1

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79

The pascals triangle is

an array of numbers in a triangular pattern where each term is the sum of the 2 numbers above it

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80

A royal flush has

a 10, Jack, King, Queen, & Ace or the same suit

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81

A straight flush has

5 consecutive cards of the same suit

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82

A 4 of a kind has

4 cards that have the same number

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83

A full house is

3 cards of a rank & 2 cards of another rank

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84

A flush

has 5 cards with the same suit

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85

A straight has

5 consecutive cards of any suit

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86

A 3 of a kinds has

3 cards of the same rank

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87

A 2 pair has

2 cards with 1 rank & 2 other cards of another rank

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88

A 1 pair has

2 cards of the same rank

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89

The measure of central tendency is

a set id data where the mean, median, & mode can be found

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90

Deviation is

the difference between a data value & the mean which should =0

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91

An outlier is

a value in a set of data that is very different

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92

Mean is

a measure of central tendency where the sums are added & then it is divided by the number of values

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93

The formula for mean is

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94

The formula for the sample mean is

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95

The median is

the middle value of a set of data after it is put in order

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96

The mode is

the number that is repeated the most

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97

The formula for weighted mean is

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98

A mound-shaped & symmetrical shaped graph is

a graph that is symmetric & the mean, median & mode are the same

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99

A right-skewed graph

is where the mean is to the right side of the median

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100

A left-skewed graph is where

the mean is to the left side of the median

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