It costs $4.75 to enter an arcade and $0.25 to play an arcade game. You have $6. Write an equation that represents the number $ g $ of games you can play.

An equation is:
\[ 4.75 + 0.25g = 6 \]

To calculate the number of games that can be played with $6, you subtract the cost of entering the arcade from the total amount and then divide the remaining amount by the cost per game.

Explanation:

To find the number of arcade games that can be played with $6, we need to first subtract the cost of entering the arcade from the total amount. Therefore, we have $6 - $4.75 = $1.25 remaining. Since each game costs $0.25, we can write the equation as $0.25g = $1.25, where 'g' represents the number of games that can be played. To solve for 'g', we divide both sides of the equation by $0.25, resulting in g = 5. Therefore, you can play 5 arcade games with $6.

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It costs $4.75 to enter an arcade and $0.25 to play an arcade game. You have $6. Write an equation that represents the number \( g \) of games you can play.An equation is:\[ 4.75 + 0.25g = 6 \]

Answer :

Final answer:

Explanation:

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Other Questions

It costs $4.75 to enter an arcade and $0.25 to play an arcade game. You have $6. Write an equation that represents the number \( g \) of games you can play.

An equation is:
\[ 4.75 + 0.25g = 6 \]