Lesson: Solves Problems Involving Permutations About the Lesson This module will guide you on how to solve word problem involving permutations. Further, it will help identify kind of permutations involved in a given problems. Objective/Learning Competency At the end of the lesson the students should be able to: 1. solve problems involving permutations. 2. develop positive attitude towards work. 3. value concepts permutation in solving real life situation. Pre- Assessment Multiple Choice. Read and analyze the following items and determine the letter of the correct answer from the given choices. Write your answer on a separate sheet of paper. 1. A teacher wants to assign 4 different tasks to her 4 students. In how many possible ways can she do it? a. 24 b. 12 C. 6 d. 42 2. In a certain general assembly, three major prices are at stake. In how many ways can the first, second, and third prizes be drawn from a box containing 120 names. a. 1,685,040 b. 1,685,000 c. 1,690,000 d. 1,683,045 3. In how many ways can 5 bicycles be parked if there are 7 available parking spaces? a. 2.520 b.5040 C. 2025 d. 4050 4. How many distinguishable permutations are possible with all the letters of the word ELLIPSES? a. 5040 b. 2520 C. 2025 d. 4050 5. There are 8 basketball teams competing for the top 4 standings in order to move up to the semi-finals. Find the number of possible rankings of the four top teams. a. 1680 b. 8016 C.1780 d. 1685 6. In how many different ways can 12 people occupy the 12 seats in a front row of a mini-theater? a. 479,001,600 b. 479,100,600 c. 479,000,600 d. noneA. Find the value of n and r in Permutation. 1. P (7, r) = 42 2. P (9, r) = 3024 3. P( n, 5) = 720 How did you find our first activity? Did you find it difficult? As we go through our various activities you can easily understand them, and eventually analyze the concepts.7. Find the number at different ways that a family of 6 can be seated around a circular table with 6 chairs. a. 120 b. 100 a. 5040 d. 24 B. How many 4-diQit numbers can be formed from the digits 13.5.6.8. and 9 it no repetition is allowed? a. 360 b. 354 a. 362 d. 49D 5*. If there are to people and only 6 chairs are available. in how many ways can they be seated? a.151.200 123.151.1013 c.151.050 d. 151.000 10. Find the number of distinguishable permutations of the digits of the number 348838. a. 60 b. 54 (3.36 (21.24