15. There are twelve employees at the sub shop. How many ways can the manager choose four for the Sunday evening shift?

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Number 15
CONS
A group of objects in which order
doegnt
Matter
„Cr=
Combination Formula:
n = total number of objects available
r= number of objects to use for the arrangement
*Important Shortcut:
„Cn = 1
12. Natalie has 16 close friends. How many ways can she choose 5 to be
bridesmaids in her wedding?
43 677
13. There are 24 students in Kyle's kindergarten class. How many ways can he
choose eight to attend his birthday party?
Tolal - 29
tochoose =3
735471
14. Abby is adopting kittens from the pet store. If there are 18 kittens, how
many ways can she choose two?
15. There are twelve employees at the sub shop. How many ways can the
manager choose four for the Sunday evening shift?
16. There are 85 players on the football team. How many ways can the
coach choose three to represent the team in the coin toss?
O Gina Wilson (All Things Algebra), 2016
Transcribed Image Text:CONS A group of objects in which order doegnt Matter „Cr= Combination Formula: n = total number of objects available r= number of objects to use for the arrangement *Important Shortcut: „Cn = 1 12. Natalie has 16 close friends. How many ways can she choose 5 to be bridesmaids in her wedding? 43 677 13. There are 24 students in Kyle's kindergarten class. How many ways can he choose eight to attend his birthday party? Tolal - 29 tochoose =3 735471 14. Abby is adopting kittens from the pet store. If there are 18 kittens, how many ways can she choose two? 15. There are twelve employees at the sub shop. How many ways can the manager choose four for the Sunday evening shift? 16. There are 85 players on the football team. How many ways can the coach choose three to represent the team in the coin toss? O Gina Wilson (All Things Algebra), 2016
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