Concept explainers
For Exercises 1-7, choose the correct letter.
The manager of a baseball team has 15 players to choose from for his 9-person batting order. How many different ways can he arrange the players in the lineup?
F. 5005
G. 362,880
H. 3,603,600
I. 1,816,214,400
Determine the value of the given statement.
Answer to Problem 4STP
I
Explanation of Solution
Given:
Given statement is :
The manager of a baseball team has 15 players to choose from for his 9-person batting order.How many different ways can he arrange the players in the lineup.
Formula Used:
Calculation:
Since we need to choose 9 people from 15 without replacement and order of players in the lineup matters as we need to arrange them, so, the number of different ways to arrange the players in the 9-person lineup =
So, the correct option is I.
Chapter 12 Solutions
High School Math 2012 Common-core Algebra 1 Practice And Problem Solvingworkbook Grade 8/9
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