You’ve probably seen sideways carat symbols in math, economics, physics, or other topics that need computations. What do they mean, exactly? Inequalities are represented by these small signs. The most noticeable feature of them, however, is that students have difficulty remembering them because they look to be quite similar. Equality symbols are particularly essential since they aid in the demonstration of the relationship between equations and numbers.

In this post, we’ll delve deeper into the greater than less than indicators to help you understand how they function and remember them.

What Do the Symbols Greater and Less Than Mean?

The two symbols are used to compare two objects. The inequality signs do not aid in the solution of math problems (you do not get a distinct answer). Rather, they demonstrate the relationship between two numbers by stating whether one is greater or less. When the larger than or less than signs are employed, you may be sure that the numbers being considered are not equal. We will use a chart to demonstrate the inequality symbols. Take a peek at:

Symbol Meaning of Symbol

This sign denotes that something is less than. It signifies that the number on the left is lower than the number on the right. For instance, 45.

> This sign denotes that something is greater than something else. It indicates that the number on the left is greater than the number on the right. Here’s an illustration: 10>9.

This sign indicates that the specified number is less than or equal to the number on the left. Let’s have a look at an example: 4 or 5 4.

This symbol signifies that the right-hand number is larger than or equal to the left-hand number. 5 or 6 as an example.

This symbol merely denotes that something isn’t equal. The number on the left is not the same as the number on the right. 4 5 is a good example.

The Key to Recalling Greater Than And Less Than Symbols

We’ll move on to the ways for remembering less than greater than or equal to signs now that we’ve proven what they mean.

• Using the alligator technique

This is one of the suggested methods for remembering less than and greater than symbols. Simply interpret the symbols as alligators, with the numbers on either side representing fish counts. Because the alligator seeks to devour fish at all times, the number of fish in its mouth is constantly more than.

The alligator’s mouth is open towards the five in the example above. As a result, five is higher than four. The method can also assist you in determining the other number. When five is higher than four, four must be less than five.

Consider the number five to be the mouth of a little alligator poised to catch and eat some fish. The mouth is pointing towards the number eight, implying that eight is greater than five. The symbol will always indicate the relationship between the two numbers. As a result, if eight is greater than five, five is also less than eight.

Be inventive if you want to recall more than just signs. Customize the alligator to your liking. Add some eyes, for example, to show which way the alligator is facing.

• The L-Sign approach

What do you get if you take the less sign and rotate it a little? A letter L. This is a simple trick: merely convince your mind that the less than symbol starts with the letter L. As a result, the symbol that resembles a L should denote less than. Because > does not seem like an L, it cannot be less than. Simple tilting, on the other hand, will result in an L. As a result, it’s the minus symbol.

• Keeping the equal sign in mind

Things will start to become easier once you’ve comprehended the ideas of the L technique and the Alligator approach. The equal to, less than, and equal to signs are simply marked with a half equal sign symbol. Take the numbers 5 or 6 as an example. There is a bigger sign in this equation, but it also has a half equal sign. As a result, either five or six are greater than or equal to two.

It will also be true if you put it the other way around. The scenario, on the other hand, will be less than or equal to a relationship type.

It’s even easier to remember the “does not equal sign” while you’re using it. You simply double-check the crossed equal sign. Consider the following example: 2 4. It simply indicates that two does not equal four in this circumstance. The left-hand number is not the same as the right-hand number.

When working with less than and greater than indications, there are a few tricks to keep in mind.

Many inequalities, in particular, might be difficult to solve because they do not have a simple solution. As a result, you’ll find it easier to work with them if you keep the following in mind:

• Inequalities are used to show how things are connected.

• Always isolate the variables you’re dealing with to determine which is bigger than, less than, equal to, or not equal to the others.

• When negative numbers are used, the consequence is that the greater or less signs are changed.

• Avoid multiplying or dividing by a variable in most circumstances.

You now know both less and more than the sign… So, what’s next?

We’ve shown less than and larger than indicators in this post. The next step is to put them into practice in your studies. Identify the indicators and fix any difficulties that arise. Isn’t it supposed to be simple? If you still find it difficult, don’t waste time thinking that homework is too difficult for you and should be prohibited – it’s time to get professional writing assistance.

Consider working with experienced writers because they are familiar with all aspects of mathematics and are eager to assist. They can assist you with a wide range of assignments, including math papers, geography term papers, legal essays, coursework, and any other form of assignment.