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Nowadays, many students try to understand the basic concepts of modern mathematics like Greater Than and Less Than Symbols, but the standard books are pretty harsh on them to understand it. That is why student uses technology and websites to understand the concept of it. If you are also here to understand the basic concept of Greater than and Less than Signs, then you are at the right place. Please be with us till the end of this article, because Today, we will discuss every possible simplest way to tell you about the Greater than and Less than Symbols in mathematics.
Greater Than and Less Than Symbols in Maths
Mathematicians utilize greater than (>) and less than (<) symbols to compare two integers or expressions. Imagine an alligator’s mouth. The wide-open part of the sign is always facing the larger number, just as an alligator would want to consume it!
The greater than symbol (>) shows that the number on the left is larger than the number on the right. For example, 5 > 3 indicates that 5 is greater than 3, On the other hand, the less than symbol (<) indicates that the number on the left is smaller than the number on the right side. For instance, 2 < 4 indicates 2 is less than 4.
Greater Than and Less Than Symbols Meaning
The Meaning of the Greater Than and Less Than Symbols in Maths is exactly the opposite or vice-versa. Although You may assume the meaning of these Greater Than and Less Than signs by looking at their symbols. (>,<). The Definition of Greater Than and Less Than Symbols explained in detail with the example below
Greater Than Symbol (More Than Sign)
The greater than symbol (>), also called the “greater than sign”, is a mathematical symbol that is used to compare two values. The symbol looks like a small arrow pointing to the right and is usually used between two numbers, like this: 3 > 2.
This means that the first number (3) is greater than the second number (2). When two values are compared using the greater than symbol, the result is either TRUE or FALSE.
If the first value is greater than the second value, the result is TRUE. If the first value is not greater than the second value, the result is FALSE.
Less Than Sign ( Less Than Symbol )
It is just opposite of the greater than symbol. The less than symbol (<) is a mathematical operator that indicates that one value is less than another value. It is typically used when comparing two numbers. For example, the following inequality shows that 5 is less than 10:
5 < 10
The less than symbol can also be used to compare other values, such as variables or expressions. For example, the following inequality shows that x is less than y:
x < y
Pictures of Greater than and Less than Symbols
Greater Than and Less Than Signs: Tricks to Remember
There are the three methods to remember greater than and less than sign.
- Alligator Method
- L Method
- Points Method
- Alligator Method
The alligator method is a simple way to help students remember the difference between the greater than and less than signs. Here’s how it works:
As we all know crocodile always open mouth to eat more fishes so we consider > symbol as crocodile and numbers on both sides as fishes.When we put the alligator mouth in front of the numbers, we can see which number is larger and which number is smaller.
For example, if we put the alligator mouth in front of the numbers 5 and 3, we can see that 5 is greater than 3 because the alligator’s mouth is open wide.
For example, if we put the alligator mouth in front of the numbers 5 >3, we can see that 5 is greater than 3 because the alligator’s mouth is open wide.
- L Method
The L method is an often-used way to remember greater than (>) and less than (<) signs. To do this, imagine that the greater than sign looks like a “less than” sign lying on its side.
The less than sign can then be thought of as two backwards Ls with the top end being higher. You can also see the spelling of Less is starting from L. So you can remember the less than symbol by using L Method.
- Points Method
You can easily remember the Greater Than symbol and the Less than symbol by using the placement. Here we are telling you how to remember these symbols using point method.
Greater than Symbol
The symbol to the left, consisting of two points, is the greater than sign (>). It indicates that one value is larger than another.
Less than symbol
The left side of the symbol has one point and the right side has two, representing Less Than (<).
Greater Than and Less Than Symbols with Examples
This is a list of all of the mathematical symbols you might need for typesetting mathematics.
Greater Than and Less Than Symbols Examples | ||
Symbol Description | Symbol Notation | Example |
Greater than sign | > | 8>5 |
Less than sign | < | 3<9 |
Equal to sign | = | 3=3 |
More Than and Less Than Signs Main Differences
Most of the candidates find difficulties while tackling problems with the greater than sign and the greater than or equal to sign and the less than sign and the less than or equal to sign. to overcome this problem they should understand the differences between those signs.
Difference between the greater than sign and the greater than or equal to sign
Answer. The greater than sign (>) indicates that the first value is strictly greater than the second value, & the greater than or equal to sign (≥) indicates that the first value is either greater to the second value or equal to it.
Difference between the less than sign and the less than or equal to sign
The less than sign (<) indicates that the first value is strictly less than the second value, while the less than or equal to sign (≤) indicates that the first value is less than or equal to the second value.
Greater Than and Less Than Symbols Examples
These are the example of greater than and less than sign:
- 2/3 < 1 – This means that two-thirds is less than one.
- 5 + 2 > 6 – This means that five plus two is greater than six.
- 3x – 5 > 10 – This means that three times x minus five is greater than ten.
- 7y – 3 < 20 – This means that seven times y minus three is less than 20.
- 2x < x + 5 – This means that two times x is less than x plus five.
- 4z + 2 > 10 – This means that four times z plus two is greater than ten.
- 1/2 < 3/4 – This means that one-half is less than three-fourths.
- 8m > 24 – This means that eight times m is greater than 24.
- 5x – 2 < 13 – This means that five times x minus two is less than 13.
- 2a + 3b > 10 – This means that two times a plus three times b is greater than 10.
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