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- 1. Multiple Choice
A Mathmatics test contains five different questions labeled A, B, C, D, and E. You are supposed to choose 2 to answer. How many different ways are there to do this?
5
10
15
- 2. Multiple Choice
Benedic wants to order a sandwich with two of the following ingredients: mushroom, eggplant, tomato, and avocado. How many different sandwiches can Benedic choose?
8
6
4
- 3. Multiple Choice
Four students need to be selected from a class
of 15 to help clean up the campus. How many different ways can the 4 students be chosen?
32 760
60
1 365
- 4. Multiple Choice
A basketball team has 12 members who can play any position. How many different ways can the coach choose 5 starting players?
95 040
792
60
- 5. Multiple Choice
You are ordering a triple-scoop ice-cream cone. There are 18 flavours to choose from and you don’t care which flavor is on the top, middle, or bottom. How many different ways can you select a triple-scoop ice-cream cone?
54
816
4896
- 6. Multiple Choice
Six friends are going to play a ball game. Each team has 3 players. How many different team combinations are possible?
120
6
18
20
- 7. Multiple Choice
In how many ways can a group of 4 boys be selected from 10 if the oldest boy is included in each group?
84
81
504
6
- 8. Multiple Choice
Which of the following is an example of combination?
Form a passcode with 4 digits
Students line up in a queue to assembly
Choose 4 students in a class committee
Choose the chairperson, secretary and treasurer in a club
- 9. Multiple ChoiceAn election ballot asks voters to select three city commissioners from a group of six candidates. In how many ways can this be done?6!120203!
- 10. Multiple ChoiceHow would you solve?
From the 20 DVD's you purchased this past year, you plan to take five with you on vacation. How many different sets of five DVD's can you take?PermutationCombinationFactorialMPC - 11. Multiple Choice
It is an arrangement of a set of distinct object in which order is not important.
Permutation
Cyclic Permutation
Combination
Distinguishable Permutation
- 12. Multiple Choice
10C3
210
220
120
110
- 13. Multiple Choice
How many segments can be formed using 6 non-collinear coplanar points?
6C2= 15
6C3 = 15
6C4 = 15
6C5 = 15
- 14. Multiple Choice
Which of the following equation has a different answer?
10C4
10C6
10C8
None of the above
- Answer choicesTagsAnswer choicesTags