9. If halo-halo is served in a cup, in how many ways can Mike choose his four- flavor ice cream scoop if there are 4 available flavors? А. 1 В. 2 С.3 D. 4

College Algebra
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ISBN:9781938168383
Author:Jay Abramson
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Chapter9: Sequences, Probability And Counting Theory
Section9.5: Counting Principles
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9. If halo-halo is served in a cup, in how many ways can Mike choose his four-
flavor ice cream scoop if there are 4 available flavors?
А. 1
For numbers 10 – 12
В. 2
С. 3
D. 4
There are 3 Algebra books and 7 Geometry books on a shelf.
10. In how many ways can you arrange all the books if there are no restrictions?
А. 3!
В. 7!
С. 10!
D. 12!
11. If books of the same subject must be placed together, how will you represent
the number of permutations?
A. P = 3! · 7!
B. P = (3! · 7!) · 2!
C. P = 3!
D. P = 7!
12. In how many ways can you arrange the 3 Algebra books and 7 Geometry
books if they must be placed together?
A. 6
B. 5,040
C. 30,240
D. 60,480
For number 13-15
Eight members of the committee will be chosen from 15 senior and 10 junior
students
13. If there must be 5 senior students, how many junior students will be chosen?
А. 1
В. 2
С. 3
D. 7
Transcribed Image Text:9. If halo-halo is served in a cup, in how many ways can Mike choose his four- flavor ice cream scoop if there are 4 available flavors? А. 1 For numbers 10 – 12 В. 2 С. 3 D. 4 There are 3 Algebra books and 7 Geometry books on a shelf. 10. In how many ways can you arrange all the books if there are no restrictions? А. 3! В. 7! С. 10! D. 12! 11. If books of the same subject must be placed together, how will you represent the number of permutations? A. P = 3! · 7! B. P = (3! · 7!) · 2! C. P = 3! D. P = 7! 12. In how many ways can you arrange the 3 Algebra books and 7 Geometry books if they must be placed together? A. 6 B. 5,040 C. 30,240 D. 60,480 For number 13-15 Eight members of the committee will be chosen from 15 senior and 10 junior students 13. If there must be 5 senior students, how many junior students will be chosen? А. 1 В. 2 С. 3 D. 7
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