SOLVING PROBLEMS INVOLVING PERMUTATIONS.pptx

Combination and Permutation

1. SOLVING PROBLEMS INVOLVING PERMUTATIONS QUARTER 3-LESSON 5

2. PERMUTATION REVIEW! Direction: Identify to which type of permutations each problem belongs. Choose the letter of the correct answer from the box below with corresponding types of permutations. CHOICES: Circular Permutation Distinguishable Permutation Permutation of n objects taken all at a time Permutation of n objects taken r at a time

3. PERMUTATION REVIEW! In how many ways can 5 people be arranged for a picture taking?

4. PERMUTATION REVIEW! 2. Given 5 flavors of ice cream, in how many ways can you select 2 flavors?

5. PERMUTATION REVIEW! 3. Find the number of permutations of the letter of the word GOOGLE.

6. PERMUTATION REVIEW! 4. Five variety of potted plants can be arranged in a mini circular garden, in how many ways can Maria arranged them?

7. PERMUTATION REVIEW! 5. If there are 10 people and only 6 chairs available, how many ways can they be seated?

8. LET’S CHECK YOUR ANSWERS!

9. PERMUTATION REVIEW! In how many ways can 5 people be arranged for a picture taking? C. Permutation of n objects taken all at a time

10. PERMUTATION REVIEW! 2. Give 5 flavors of ice cream, in how many ways can you select 2 flavors? D. Permutation of n objects taken r at a time

11. PERMUTATION REVIEW! 3. Find the number of permutations of the letter of the word GOOGLE. B. Distinguishable Permutation

12. PERMUTATION REVIEW! 4. Five variety of potted plants can be arranged in a mini circular garden, in how many ways can Maria arranged them? A. Circular Permutation

13. PERMUTATION REVIEW! 5. If there are 10 people and only 6 chairs available, how many ways can they be seated? D. Permutation of n objects taken r at a time

14. Concept Notes Solving problems involving permutation has 4 different types, namely: permutation of n objects taken all a time, permutation of n objects taken r at a time, distinguishable permutation and circular permutation.

15. REMEMBER! To solve word problems, all you have to do is to follow the following steps: 1. Analyze the given problem very carefully and list down the given data. 2. Identify the type of permutation. 3. Show an Illustration based on the given problem. 4. Write down the formula. 5. Substitute and solve the formula. 6. Answer the question.