Question
Mrs. Vega is making her special cantaloupe-and-honeydew salad for a school banquet and doesn't want to spend more than $27 at the supermarket. Currently, cantaloupes cost $1 each and honeydew melons cost $3 each.
Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.
x = the number of cantaloupes she will purchase
y = the number of honeydew melons she will purchase
Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.
x = the number of cantaloupes she will purchase
y = the number of honeydew melons she will purchase
Answers
GPT-4o mini
To model Mrs. Vega's budget for purchasing cantaloupes and honeydew melons, we can set up the inequality based on the costs and the maximum amount she's willing to spend.
Given:
- The cost of each cantaloupe (x) is $1.
- The cost of each honeydew melon (y) is $3.
- The total amount she wants to spend is no more than $27.
The cost equation can be expressed as:
- \(1 \cdot x + 3 \cdot y \leq 27\)
This simplifies to:
- \(x + 3y \leq 27\)
Therefore, the inequality in standard form that describes this situation is:
\[
x + 3y \leq 27
\]
Given:
- The cost of each cantaloupe (x) is $1.
- The cost of each honeydew melon (y) is $3.
- The total amount she wants to spend is no more than $27.
The cost equation can be expressed as:
- \(1 \cdot x + 3 \cdot y \leq 27\)
This simplifies to:
- \(x + 3y \leq 27\)
Therefore, the inequality in standard form that describes this situation is:
\[
x + 3y \leq 27
\]