Abaseball team’s roster consists of 25 players with 13 position players and the rest being pitchers. the team’s batting order for a particular game consists of 9 players. the first 8 places in the batting order are taken by position players. the last place is taken by a pitcher. how many batting orders are possible? use the formula for permutations to find your answer. a.15,444 b.2,042,975 c.51,891,840 d.622,702,080

d.622,702,080

Step-by-step explanation:

Given: The total number of players in a baseball team= 25

The number of position player= 13

The number of pitchers= 25-13=12

Since,  team’s batting order for a particular game consists of 9 players.

And the 8 places in the batting order are taken by position players and last place is taken by a pitcher.

So by permutations, the number of batting orders

Hence, there are 622,702,080 batting orders possible.

step-by-step explanation: