Final answer:
By dividing the total amount raised, $810, by the price per ticket, $3, we find that 270 tickets were sold. Since each player sold a book of 10 tickets, there must be 27 players on the baseball team.
Step-by-step explanation:
The question asks us to determine how many tickets were sold by a school baseball team and how many players are on the team. This is a mathematical problem involving simple multiplication and division.
Since the team raised $810 in total and each ticket was sold for $3, the total number of tickets sold can be found by dividing the total amount raised by the price per ticket. Therefore, the number of tickets sold is $810 divided by $3, which equals 270 tickets.
As each player sold one book of tickets and there were 10 tickets in a book, the number of players on the team can be found by dividing the total number of tickets sold by the number of tickets in a book. Therefore, the number of players on the team is 270 divided by 10, which equals 27 players.
To find the number of players on the baseball team, we can divide the number of tickets sold by the number of tickets each player sold. Since each player sold one book of tickets and there were 10 tickets in a book, each player sold 10 tickets. So, the number of players on the baseball team is 270 tickets ÷ 10 tickets/player = 27 players.