Understanding the Mathematical Inequality Symbol | Less Than (<) and its Importance in Comparing Numbers

less than

The term “less than” is a mathematical inequality symbol that represents a comparison between two numbers or quantities

The term “less than” is a mathematical inequality symbol that represents a comparison between two numbers or quantities. When we say that one number is “less than” another, it means that the first number is smaller or lower in value than the second number.

In mathematical notation, the symbol commonly used for “less than” is “<". For example, if we have two numbers, A and B, and we say that A is less than B, we would write it as A < B. For instance, if we have the numbers 5 and 8, we can say that 5 is less than 8 because 5 < 8. This inequality statement indicates that 5 is smaller than 8. It is important to note that the "<" symbol represents a strict inequality, meaning that the two numbers being compared are not equal. If we wanted to include the possibility of equality, we would use the less than or equal to symbol "≤", expressed as A ≤ B. So, when we say a number is "less than," it indicates that the number is smaller than another number or quantity.

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