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Math B Exam Reviewu
Math B Exam Reviewu
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1
How many ways can you arrange the letters in the word “critter”.
4460
1260
2520
5040
2
Type of permutation where one item is removed from the list each time you come up with a new permutation.
Permutation without repitition
Circular permutation
Permutation With Repitition
Purmutation taken all at once
3
Drawing a card from a deck and then replacing it before drawing another
Dependent Event
Independent Event
4
A: Rolling an even number of a die. B: Rolling a prime number on a die. What is A or B
2, 3, 5, 6
2
1, 2 , 3, 4, 5, 6
2, 3, 4, 5, 6
5
Read the Image
252
840
30240
35
6
There were 6 participants in the horse race held in Montana. How many ways can the top 3 be arranged.
20
120
720
60
7
A necklace has 7 black beads. In how many ways can the beads be arranged on the necklace?
2520
360
5040
720
8
What is the number of all possible outcomes when rolling 4 six-sided fair dices at the same time
1296
216
7776
6
9
Drawing two cards from a deck without replacement and getting two hearts.
Simple Event
Compound Event
10
A: The number of the card is divisible by 6. B: The card is either a club or a spade. What is A∩B?
6C
1C, 2S, 3C, 4S, 5C, 6S, 7C, 8S, 9C, 10S, JC, QS, KC
6C, 6S
6C, 6S, 12C, 12S
11
Tossing a Coin
Experiment
Event
12
It states that you have to multiply the number of outcomes in events A and B to get their combined outcomes
Systematic Listing
Tree Diagram
Table
Fundamental Counting Principle
13
Events that cannot happen at the same time.
Non-Exclusive Events
Independent Events
Mutually Exclusive Events
Dependent Events
14
is a possible result of an experiment.
Probability
Event
Sample Space
Outcome
15
Comes from actual observations and data collected through research
Theoretical Probability
Uncredible Probability
Experimental Probability
Mathematical Probability
16
Selecting a red ball from a bag containing red and blue balls.
Simple Event
Compound Event
17
A: Drawing a spade card from standard deck. B: Drawing a face card from standard deck. Probability of both happening?
1/4
1/2
11/26
25/52
18
An outcome that is affected by previous outcomes
Mutually Exclusive Events
Dependent Events
Non-Exclusive Events
Independent Events
19
is an event that consists of two or more simple events.
Dependent Events
Mutually Exclusive Events
Non-Exclusive Events
Independent Events
20
is a measure of the likelihood that a specific event will occur.
Probability
Statistics
Sample Space
Outcome
21
You have 7 different books to arrange on a shelf. In how many different ways can you arrange all of them?
40320
720
5040
120
22
Drawing two cards from a deck without replacement
Dependent Event
Independent Event
23
Is used to represent the probability of occurrence of events without using complicated formulas
Systematic Listing
Tree Diagram
Fundamental Counting Principle
Table
24
Drawing a queen from a deck of cards
Simple Event
Compound Event
25
A counting technique that involves writing down the outcomes from an event in an organized way
Systematic Listing
Fundamental Counting Principle
Table
Tree Diagram
26
is a planned activity or event with observable results.
Sample Space
Event
Outcome
Experiment
27
Read the Image
48
24
74
120
28
Drawing a spade card from a standard deck
Experiment
Event
29
Tossing a coin
Independent Event
Dependent Event
30
Making a move in a chess game
Independent Event
Dependent Event
31
Is the set of all possible outcomes in an experiment
Event
Outcome
Sample space
Probability
32
Type of permutation where all the elements of the set are taken all at the same time.
Permutation without repitition
Permutation taken all at once
Permutation with repitition
Circular permutation
33
What is the probability of drawing a heaet card in a standard deck
3/4
1/8
1/4
3/8
34
Organizing the data by putting down the values into rows and column.
Table
Fundamental Counting Principle
Systematic Listing
Tree Diagram
35
Type of permutation where some of the elements in a set are repeated.
Permutation taken all at once
Citcular permutation
Permutation with repitition
Permutation without repitition
36
A: Rolling a die and getting a number below 5. B: Rolling a die and getting a composite number. What is AUB
1, 2, 3, 4, 5, 6
1, 2, 3, 4, 6
1, 2, 3, 4
2, 3, 4, 5, 6
37
It is the arrangement of objects where does not matter
Union
Intersection
Combination
Permutation
38
Rolling two six-sided dice and getting a sum greater than 9.
Simple Event
Compound Event
39
Arrangement of objects where order matters
Combination
Permutation
Intersection
Union
40
What is the probability of getting an odd number in a 13-sided fair die
7/13
5/13
1/13
6/13
41
Number of ways in which n distinct objects can be arranged around a fix circle.
permutation with repitition
Circular Permutation
Permutation without repitition
Permutation taken all at once
42
Rolling an even number on a fair die
Experiment
Event
43
An outcome that is not affected by the previous outcomes.
Dependent Events
Mutually Exclusive Events
Non-Exclusive Events
Independent Events
44
Derived from assumptions and mathematical calculations
Experimental Probability
Uncredible Probability
Theoretical Probability
Mathematical Probability
45
Drawing an ace from a deck of cards
Compound Event
Simple Event
46
Flipping two coins Simultaneously
Dependent Event
Independent Event
47
A: Rolling a die and getting an even number. B: Rolling a die and getting a composite number. Probability of A or B
1
1/2
1/6
2/3