But $ -4 < -3 $, not in interval — discard.

Mon, 04 May 2026 13:17:33 +0000

Understanding the Inequality $ -4 < -3 $: Why It Matters in Basic Math In elementary mathematics, comparing negative numbers often confuses beginners, especially when interpreting the inequality $ -4 < -3 $. While it might seem straightforward, mastering this concept is crucial for building a solid foundation in number sense and algebra. This article breaks down why $ -4 < -3 $ is true — and why you should never discard such comparisons—helping you unlock deeper understanding of number relationships. ### Why $ -4 < -3 $? The Logic Behind Negative Numbers At first glance, negative numbers can appear counterintuitive. However, on the number line, $-4$ lies to the left of $-3$, which means it is smaller. On the real number line, the order from least to greatest places lower (more negative) values to the left. So, mathematically: