Robin brought $12.50 to an arcade. She wants to buy a snack for $5.25 and spend the rest of her money on arcade games that cost $1.50 each.

What is the maximum number of games Robin can play?

The subject of the question is Mathematics, specifically dealing with money and budgeting. Robin has $12.50 and wants to first spend $5.25 on a snack. After buying the snack, Robin will have $12.50 - $5.25 = $7.25 left. She then wants to use the remaining money to play arcade games that cost $1.50 each. To calculate how many games Robin could play, we need to divide the remainder by the cost of each game. Therefore, $7.25 ÷ $1.50 = 4.83. Since Robin cannot play a fraction of a game, she can play a maximum of 4 games.

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Robin brought $12.50 to an arcade. She wants to buy a snack for $5.25 and spend the rest of her money on arcade games that cost $1.50 each.What is the maximum number of games Robin can play?

Answer :

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Robin brought $12.50 to an arcade. She wants to buy a snack for $5.25 and spend the rest of her money on arcade games that cost $1.50 each.

What is the maximum number of games Robin can play?