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Permutation and Combination
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Medium
Brielene Mallari
Used 52+ times
FREE Resource
14 Slides • 8 Questions
1
Permutation and Combination

2
Factorial Notation
Both permutation and combination expressions uses the symbol "!" which is called factorial. It indicates that if you have n!, you are trying to get the product of all the integers less than or equal to n.
The next slide will give you a discussion of how to simplify factorial notation.
3
4
Exercises
Factorial Notation
5
Multiple Choice
Which of the following is the expanded form of 5!
5 ∙ 4 ∙ 3 ∙ 2 ∙ 1
4 ∙ 3 ∙ 2 ∙ 1
5 ∙ 1
5 + 4 + 3 + 2 + 1
6
Multiple Choice
What is the value of 7!
4,050
5,040
27
49
7
Multiple Choice
Evaluate the factorial notation
3!5!4
5
9
20
8
Multiple Choice
What is the value of
2!5!10!30,240
15,120
1
0
9
Permutation
Since you have learned how to use factorial notation, let us now have the discussion for permutation.
The next slide will give you a discussion on linear permutation.
10
11
Exercise
Linear Permutation
12
Multiple Choice
Solve
4P424
16
8
4
13
Multiple Choice
Solve
8P44
32
1680
6180
14
Permutation
The next video discussion will give talk about permutation with repeated elements and circular permutation.
15
16
Exercise
Circular Permutation and Permutation with Repetition
17
Multiple Choice
Which expression should be used to determine the number of ways you can arrange a bracelet with 12 different beads?
(12−1)!
2(12−1)!
212!
(12−1)!2!
18
Multiple Choice
Which expression will solve the number of ways you can arrange the letters of the word PRACTICE
2!2!10!
2!2!8!
2!10!
2!8!
19
Combination
Since we are done discussing permutation, let us now discuss combination.
We will differentiate permutation and combination.
We will also solve problems involving combination.
20
21
Activity
Submit the activity on February 24, 2021
22
Permutation and Combination

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