Joseph wants to buy tickets for the baseball game and a team hat to wear to the game. He has $34.25. If the hat costs $12.50 and tickets cost $7.25 each, how many tickets can he buy?(1 point)

Responses

1 ticket
1 ticket

3 tickets
3 tickets

2 tickets
2 tickets

6 tickets
6 tickets

1 answer

To determine how many tickets Joseph can buy, we can first calculate how much money he has left after purchasing the hat.

  1. Calculate the money left after buying the hat: \[ \text{Money left} = \text{Total money} - \text{Cost of hat} \] \[ \text{Money left} = 34.25 - 12.50 = 21.75 \]

  2. Determine how many tickets he can buy with the remaining money: \[ \text{Number of tickets} = \frac{\text{Money left}}{\text{Cost of each ticket}} = \frac{21.75}{7.25} \] \[ \text{Number of tickets} ≈ 3 \]

Since he cannot buy a fraction of a ticket, we can confirm that he can buy a maximum of 3 tickets.

Thus, the answer is 3 tickets.