Question
For every 6 cars that Antony washes, he earns \( \$ 48 \). How many cars would Antony need to wash in order to save up \( \$ 80 \) ?
Ask by Deleon Bowman. in the United States
Mar 09,2025
Upstudy AI Solution
Tutor-Verified Answer
Answer
Antony needs to wash 10 cars to save \$80.
Solution
1. First, determine how much Antony earns per car. Since he earns \( \$48 \) for washing 6 cars, the earning per car is
\[
\frac{48}{6} = 8 \text{ dollars per car}.
\]
2. To save up \( \$80 \), determine how many cars he needs to wash by dividing the total amount by the earnings per car:
\[
\frac{80}{8} = 10 \text{ cars}.
\]
Antony would need to wash \( 10 \) cars to save up \( \$80 \).
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Simplify this solution Extra Insights
To determine how many cars Antony needs to wash to save up \( \$ 80 \), we first find out how much he earns per car. Since he earns \( \$ 48 \) for washing 6 cars, he earns \( \$ 8 \) per car (\( \$ 48 \div 6 = \$ 8 \)). Now, we calculate how many cars he needs to wash to earn \( \$ 80 \). By dividing \( \$ 80 \) by his earnings per car, we get \( 80 \div 8 = 10 \). Therefore, Antony needs to wash 10 cars to save up \( \$ 80 \). In a nutshell, he needs to clean 10 shiny vehicles to reach his financial goal!
