Question
Ellen is playing games at an arcade where the machines take tokens. She can afford to buy up to 20 tokens. Skee ball requires 4 tokens per game and pinball requires 3 tokens per game.
Write the inequality in standard form that describes this situation. Use the given numbers and the following variables.
x = the number of games of skee ball
y = the number of games of pinball
Write the inequality in standard form that describes this situation. Use the given numbers and the following variables.
x = the number of games of skee ball
y = the number of games of pinball
Answers
GPT-4o mini
To write the inequality that describes Ellen's situation with the tokens, we need to consider the total number of tokens she has and how many tokens are required for each game.
Given:
- Each game of skee ball requires 4 tokens.
- Each game of pinball requires 3 tokens.
- Ellen can buy a maximum of 20 tokens.
Let:
- \( x \) = the number of games of skee ball
- \( y \) = the number of games of pinball
The total amount of tokens used can be represented as \( 4x + 3y \). Since Ellen can afford up to 20 tokens, we can write the inequality as:
\[
4x + 3y \leq 20
\]
This is the inequality in standard form that describes Ellen's situation with the skee ball and pinball games.
Given:
- Each game of skee ball requires 4 tokens.
- Each game of pinball requires 3 tokens.
- Ellen can buy a maximum of 20 tokens.
Let:
- \( x \) = the number of games of skee ball
- \( y \) = the number of games of pinball
The total amount of tokens used can be represented as \( 4x + 3y \). Since Ellen can afford up to 20 tokens, we can write the inequality as:
\[
4x + 3y \leq 20
\]
This is the inequality in standard form that describes Ellen's situation with the skee ball and pinball games.