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Probability/Odds/Counting Principal/Permus and Combos Flashcards | StudBud
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Probability/Odds/Counting Principal/Permus and Combos
Probability/Odds/Counting Principal/Permus and Combos
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1
You buy a car and choose from 4 colors, 2 types of transmission, 5 interior styles - this is
Pascal's Triangle
Counting Principle
Permutations
Combinations
2
Odds against choosing orange
4:1
1:4
1:5
4:5
3
you have to paint using only 3 of these colors. How many ways can this be decided?
24
120
60
6
4
What is the probability of pulling out a red marble?
2/10
5/9
1/2
3/10
5
Odds in favor of spinning a number less than 4
4/9
4:5
3/9
1:2
6
In this example (5 seats from 10 students) how many possibilities are there?
252
720
10
60
7
A letter is picked from the word Mississippi. What is the probability the letter is M or i?
5/11
4/11
1/11
6/11
8
P(factor of 9)
2/9
1/3
1/9
3:9
9
How many combinations of characters can there be (4 players, no repeats)
11880
495
24
132
10
4 colors, 2 types of transmission, 5 interior styles -- how many different possibilites
60
1
40
20
11
Odds in favor of choosing 8
3:1
1:3
1:2
2:1
12
Solve
259459200
17160
1716
691891200
13
How many different three-student study groups can be formed from a classof 15?
45
2730
455
666
14
Pick a number, then a letter -- how many pairs can there be?
260
520
340
1000
15
Choose a team of 3 -- how many combinations?
40320
6720
20160
56
16
5 students are chosen for senate from a pool of 10 candidates. This is an example of:
Combinations
Counting Principle
Pascal's Triangle
Permutations
17
You are at a theme park and can only ride 4 more rides of the 7. How many ways can you ride?
5040
840
210
10080
18
P(7 or 9)
2/3
3/3
0
1/3
19
What is the probability of rolling a number greater than 9 on two dice?
1/4
1/6
5/18
1/3