VOLTE 2 10 18 17:46 1. It refers to the act of determining the quantity or the total number of objects in a set or a group? A. Accounting C. Fundamental Counting Principle B. Counting D. Probability OA O B O c OD 1 point 2. How do you get the value of (10 - 6)! ? A. 10! - 6! C. 4x 4 x4x4 B. 10 x 9x8x7 D. 4x 3 x2x1 O A OB O c O D 1 point 3. If activity A can be done in n, ways, activity B can be done in n2 ways, activity C in n3 ways, and so on, then activities A, B, and C can be done simultaneously in how many ways? A. A . B . C ... C. n1 . n2 . n3 ... B. n . n . n .. . D. 1 . 2 . 3 ... O A O B O c O D 1 point 4. Which of the following statements is NOT TRUE about permutation? A. It is a number or a value. B. It involves arranging and selecting. C. It considers order. D. Order is not important. O A O B O c O D 1 point 5. Which of the following takes into account the different arrangements of objects in a circle? A. Circular permutation C. Unique combination B. Distinguishable permutation D. Unique permutation O A O B o O OG 5E]: I. 18.1 7:46 i pi'\" 6. Which refers to a seiection of objects from a set? A. Factorial C. Combination B. Combinatorics D. Permutation 'l pct 11 7. Which of the following illustrates combination? A. Arranging books in a shelf B. Drawing names from a box containing 200 names C. Forming different numbers from 5 given digits D. Forming plate numbers of vehicles * l psi '1! 8. What is the difference between the two tasks? Task 1: Choosing 10 favorite songs from Spotify Task 2: Arranging 10 songs to make MY ULTIMATE FAVORITE playlist A. Task 1 and 2 are examples of Combination B. Task 1 and 2 are examples of Permutation C. Task 1 is an example of Combination and Task 2 is an example of Permutation 0. Task 1 is an example of Permutation and Task 2 is an example of Combination " l pct '11 9. If C(n,2) = 1. what could be n? A. 0 B. 1 C. 2 D. 3 VOLTE 2 0 0 18 17:46 10. Which condition should be met for the combination formula C(n, r) = - n! r! (n-r)! - ? A.n=r B.n>r C. nzr D. n Er O A O B O c OD 1 point 11. Which of the following terms refers to an event with more than one outcome? A. Combination B. Complex C. Compound D. Simple O A O B O c O D 1 point 12. Which of the following refers to the collection of all the outcomes that are elements of both of the sets A and B? A. Random experiments C. Intersection of Events A and B B. Events A and B D. Union of Events A and B O A O B O c OD 1 point 13. What does the figure at the right mean? A. AUB C. Not A U B B. An B D. Not An B O A OB O c O D 1 point 14. Which of the following is Drawing an ace card from a deck of cards an example of? A. an event C. an outcome B. an experiment D. a probability O A O B O c O D -> o O Owas ..i linll I"! 005E]: 1123;17:46 15. Which statement is TRUE about drawing a Queen or a Spade from a deck of cards? A. It is an example of an experiment B. It is an example of a simple event 0. It is an example of a compound event D. It has one outcome For numbers 16 to 20, refer to the Venn Diagram below. Randomly selecting a resident in Barangay Resbakuna for vaccination roll-out. Let A be the event of Selecting a Senior Citizen. Let B be the event of Selecting a Person with Comorbidities. 60 A3. Pemns with Comb-dines 5 A 3 Event A: Sefvrting a Senior Citizen Event B:5Iecti1|g a Person With Comorbidilies l pol '1! 16. Which of the following describes the events BEST? A. ME B. NME C. Compound D. Simple l pen! 1?. How many residents were selected, 11(3)? A. 20 B. 40 C. 60 D. 100 1 pol 11 18. How many Senior Citizens were selected, not)? A. 15 B. 20 C. 35 D. 40 eennzue' VOLTE 2 .1 45.all 10 118 1 7:46 1 point 16. Which of the following describes the events BEST? A. ME B. NME C. Compound D. Simple O A O B O c OD 1 point 17. How many residents were selected, n(S)? A. 20 B. 40 C. 60 D. 100 O A O B O c OD 1 point 18. How many Senior Citizens were selected, n(A)? A. 15 B. 20 C. 35 D. 40 O A O B O c OD 1 point 19. How many Persons with comorbidities were selected, n(B)? A. 5 B. 20 C. 25 D. 40 O A O B O c O D 1 point 20. How many selected residents belong to both A2 and A3 group, n(A and B) or n(A n B)? A. 20 B. 30 C. 35 D. 40 O A O B O c O D Submit Clear form Never submit passwords through Google Forms. This form was created inside of Department of Education. Report Abuse Google Forms o O O