Baseball games consist of nine innings. A team wants to change its line-up every inning. If no game goes to extra innings, and a season consists of 101 games, how many complete seasons can the team play without repeating a line-up? The team can play _______ complete seasons without repeating a line-up.
1 answer:
Answer:399
Step-by-step explanation:
Given
baseball consist of Nine innings and there are 9 different Positions in baseball thus there are total of 9! ways in which a line can be formed
but in a single game there are 9 innings so there are
and there are 101 games in single season so total no of season a team can play without repeating the same line-up
so a team can play a total of 399 season with different line up in every game.
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hi <3
lets call the unknown number 'x' for now and form an equation from what we know
1/3(x-9) = 15
now multiply both sides by 3
x - 9 = 45
add 9 to both sides
x = 54
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