Questions: Define two variables and translate the sentence into an inequality. Enrollment in finite mathematics plus enrollment in calculus is less than 550. Let x be the number of students enrolled in finite mathematics and y be the number of students enrolled in calculus. Use x and y to write the inequality.

Define two variables and translate the sentence into an inequality. Enrollment in finite mathematics plus enrollment in calculus is less than 550. Let x be the number of students enrolled in finite mathematics and y be the number of students enrolled in calculus. Use x and y to write the inequality.
Transcript text: Points: 0 of 1 Define two variables and translate the sentence into an inequality. Enrollment in finite mathematics plus enrollment in calculus is less than 550. Let $x$ be the number of students enrolled in finite mathematics and $y$ be the number of students enrolled in calculus. Use $x$ and $y$ to write the inequality. $\square$ (Type an inequality.)
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Solution

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Solution Steps

Step 1: Define Variables

Let \( x \) represent the number of students enrolled in finite mathematics, and let \( y \) represent the number of students enrolled in calculus.

Step 2: Translate the Sentence

The problem states that the total enrollment in finite mathematics plus the enrollment in calculus is less than 550. This can be expressed mathematically as: \[ x + y < 550 \]

Final Answer

The inequality representing the enrollment condition is: \[ \boxed{x + y < 550} \]

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