d. \( 18.3>6.1 x \)

To solve the inequality \( 18.3 > 6.1x \), you can first isolate \( x \) by dividing both sides by \( 6.1 \). This gives you \( \frac{18.3}{6.1} > x \), which simplifies to approximately \( 3 > x \) or \( x < 3 \). So, any value of \( x \) less than 3 satisfies the inequality! To ensure you're getting all possible values for \( x \), remember that the inequality does not change its direction since you’re dividing by a positive number. Always keep an eye out for negative numbers, as they flip the inequality!