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)

Question

Create a detailed image combining elements such as a Caucasian man named Joseph eagerly holding cash amounting to $34.25, a baseball game ticket priced at $7.25 and a team hat priced at $12.50. Sportive atmosphere with crowds of diverse people waiting in line to get their tickets. Remember, the image should be captivating and lively but contains no text.

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)

Answer 1

To find out how many tickets Joseph can buy, we need to calculate how much money will be spent on the hat first. Then, we subtract that amount from Joseph's total budget and divide the remaining amount by the cost of each ticket.

The hat costs $12.50. So, we subtract $12.50 from Joseph's budget:

$34.25 - $12.50 = $21.75

Now we have $21.75 left. We divide this amount by the cost of each ticket, which is $7.25:

$21.75 / $7.25 = 3

Joseph can buy 3 tickets with his remaining budget.

Therefore, Joseph can buy 3 tickets for the baseball game.

Answer 2

First, subtract the cost of the hat from Joseph's total: $34.25 - $12.50 = $<<34.25-12.5=21.75>>21.75

Now divide Joseph's remaining money by the cost per ticket to find out how many tickets he can buy: $21.75 / $7.25/ticket = <<21.75/7.25=3>>3 tickets. Answer: \boxed{3}.

Answer 3

To find out how many tickets Joseph can buy, we need to subtract the cost of the hat from the total amount of money he has.

Step 1: Subtract the cost of the hat from the total amount of money Joseph has:
$34.25 - $12.50 = $21.75

Step 2: Divide the remaining amount by the cost of each ticket to find out how many tickets he can buy:
$21.75 ÷ $7.25 = 3

Joseph can buy 3 tickets for the baseball game.