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  1. The less than symbol is '<'. It is an inequality symbol as it does not establish equality between two numbers or expressions. It only tells us that one value is smaller than the other value. For example, if x < 5 is given, it means the value of x is smaller than 5. Look at the less than sign given below.

  2. Less Than and Greater Than. The "less than" sign and the "greater than" sign look like a "V" on its side, don't they? To remember which way around the "<" and ">" signs go, just remember: BIG > small; small < BIG; The "small" end always points to the smaller number, like this: Greater Than Symbol: BIG > small

  3. The less-than symbol “<” is a basic mathematical symbol that is used to compare two different numbers, variables, or expressions in mathematics. This symbol identifies the lesser value between any two given values. For example, if we have “1 < 3”, it denotes that 1 is less than 3. Here we will explore the less-than symbol in detail....

  4. The < or "Less-Than Sign" is one such notation. Universally recognized and ubiquitously used, this symbol establishes a basic ordinal relationship between numbers. This lesson covers its varied implications and applications. Grasping the < Symbol. The < symbol, at its core, defines a basic order relation between numbers.

  5. The less than symbol is “ < ” and with this metric, we can compare numbers, weights, heights, and values. Let’s look at some examples of less than. Example 1, there are 4 marbles in Bowl A, and 7 marbles in Bowl B. On comparing the two, it is clear that Bowl A has fewer marbles than Bowl B. Weights can be compared similarly.

  6. The less than sign is a mathematical symbol used to compare numbers and expressions. It is one of the symbols used for inequalities along with the greater than symbol, >. >. When stacking identical blocks, the height of 1 1 block is less than the height of 3 3 blocks.

  7. The symbol used to denote the less than expression is “<.” This symbol resembles two equal measure strokes that join in the acute angle at the right. It was found in the 1560s and typically placed in between the two values, which are getting compared, and indicates that the first number is less than the second number.

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