Question

which inequality is represented by the words \at least\? options: ≥, <, >, ≤

Explanation:

Step1: Understand "at least" meaning

"At least" means a value is greater than or equal to a certain number. For example, "at least 5" means the number is 5 or more, so \( x \geq 5 \).

Step2: Match with inequality symbols

• \( > \): greater than (excludes the number)
• \( < \): less than (excludes the number)
• \( \leq \): less than or equal to (includes the number but is for lower bound)
• \( \geq \): greater than or equal to (includes the number and is for upper - lower bound where we want "at least")

Answer:

\(\geq\) (assuming the first option is \(\geq\), if the options are labeled, for example, if the first option is A. \(\geq\), then the answer is A. \(\geq\))