ourciany 1. It refers to a collection of objects from a set where order or arrangement of the chosen objects does matter. A. Combination C. Permutation D. Selection B. Differentiation 2. A type of word play which results to rearranging the letters of a word or phrase using the original letters exactly once. A. Anagram B. Combination 3. Which of the following C. Differentiation D. Tree Diagrams situations illustrates permutation?

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Please help me with these practice questions for my Math subject. I may not need explanations, I just need to compare your answers to mine to check my competency. Thanks.
Directions: Read and analyze each item carefully.
1. It refers to a collection of objects from a set where
order or arrangement of the chosen objects does
matter.
A. Combination
B. Differentiation
C. Permutation
D. Selection
2. A type of word play which results to rearranging
the letters of a word or phrase using the original
letters exactly once.
A. Anagram
C. Differentiation
D. Tree Diagrams
B. Combination
3. Which of the following situations illustrates
permutation?
A. forming a committee to form a set of
officers
B. choosing five of your classmates to attend
your birthday party
C. selecting three contestants from the class
for a contest
D. assigning telephone numbers to the
subscribers
4. If 1! is equal to 1, then 0! is equal to
A. 0
C. 2
B. 1
D. 3
5. Simplify
7!
(7-3)!
A. 190
C. 210
B. 200
D. 220
6. Choosing 3 desserts from a menu of 10
Illustrates
A. Combination
C. Probability
B. Permutation
D. Statistics
7. How many ways can the letters of the word FAIR
be written?
A. 6
C. 18
D. 24
B. 12
8. Coach Ricardo is picking a team of 12 students
from a group of 20 students. Coach Ricardo is
dealing with
A. Permutations
B. Combinations
C. Permutations and Combinations
D. Selections
9. P (5,3) is evaluated as
A. 60
C. 100
B. 80
D. 120
10. The arrangements of objects where some of them
are identical (the same) are called
A. Circular Combinations
B. Circular Permutations
C. Distinguishable Permutations
D. Unique Combinations
1
ocore.
Encircle the letter of the correct answer.
11. On a circle, there are 5 points selected. How
many triangles are determined by these points?
A. 1
C. 10
B. 5
D. 15
12. In how many ways can 5 DVDs be arranged in
a case with 3 slots?
A. 60
C. 240
D. 480
B. 120
13. Which of the following expressions represents
the number of possible ways choosing 3
different kinds of food from a menu of 10?
10!
A.
10!
(10-3)13!
(10-3)!
10!
B.
D. (10-3)!
3!
10!
14. In how many ways can 8 people be seated
around a circular table if two of them insist
on sitting beside each other?
A.360
C. 1440
B. 720
D. 5040
15 In how many ways can 6 diamonds be arranged
in a circular bracelet?
A. 4
C. 10
B. 6
D. 120
Performance Task #1:
Where in the Real World?
Describe a situation in your life that
involves permutation. Think of your daily
activities, apply how much you have learned
about permutation that can be applied to real
life.
Illustrate it using an essay or in any form
you wanted.
Please refer to the rubric attached
below.
DESCRIPTION
Understanding of the topic.
Illustration is well demonstrated.
Organization about the topic is
visible/
Techniques/ ideas visible.
POINTS
(20 pts)
5
5
5
5
Transcribed Image Text:Directions: Read and analyze each item carefully. 1. It refers to a collection of objects from a set where order or arrangement of the chosen objects does matter. A. Combination B. Differentiation C. Permutation D. Selection 2. A type of word play which results to rearranging the letters of a word or phrase using the original letters exactly once. A. Anagram C. Differentiation D. Tree Diagrams B. Combination 3. Which of the following situations illustrates permutation? A. forming a committee to form a set of officers B. choosing five of your classmates to attend your birthday party C. selecting three contestants from the class for a contest D. assigning telephone numbers to the subscribers 4. If 1! is equal to 1, then 0! is equal to A. 0 C. 2 B. 1 D. 3 5. Simplify 7! (7-3)! A. 190 C. 210 B. 200 D. 220 6. Choosing 3 desserts from a menu of 10 Illustrates A. Combination C. Probability B. Permutation D. Statistics 7. How many ways can the letters of the word FAIR be written? A. 6 C. 18 D. 24 B. 12 8. Coach Ricardo is picking a team of 12 students from a group of 20 students. Coach Ricardo is dealing with A. Permutations B. Combinations C. Permutations and Combinations D. Selections 9. P (5,3) is evaluated as A. 60 C. 100 B. 80 D. 120 10. The arrangements of objects where some of them are identical (the same) are called A. Circular Combinations B. Circular Permutations C. Distinguishable Permutations D. Unique Combinations 1 ocore. Encircle the letter of the correct answer. 11. On a circle, there are 5 points selected. How many triangles are determined by these points? A. 1 C. 10 B. 5 D. 15 12. In how many ways can 5 DVDs be arranged in a case with 3 slots? A. 60 C. 240 D. 480 B. 120 13. Which of the following expressions represents the number of possible ways choosing 3 different kinds of food from a menu of 10? 10! A. 10! (10-3)13! (10-3)! 10! B. D. (10-3)! 3! 10! 14. In how many ways can 8 people be seated around a circular table if two of them insist on sitting beside each other? A.360 C. 1440 B. 720 D. 5040 15 In how many ways can 6 diamonds be arranged in a circular bracelet? A. 4 C. 10 B. 6 D. 120 Performance Task #1: Where in the Real World? Describe a situation in your life that involves permutation. Think of your daily activities, apply how much you have learned about permutation that can be applied to real life. Illustrate it using an essay or in any form you wanted. Please refer to the rubric attached below. DESCRIPTION Understanding of the topic. Illustration is well demonstrated. Organization about the topic is visible/ Techniques/ ideas visible. POINTS (20 pts) 5 5 5 5
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