Shorthand symbols can help reduce the space of working with big equations. Allows Writing Statements Easily: Knowing which symbol to use to make a thorough comparison is useful in mathematical equations and programming languages. They can also remember which numbers come first and which numbers come next in line.
Builds a Basic Number Sense: By teaching how to compare two numbers, students can identify the relationship between the numbers. Instead of hanging them, answer the question and tell them how learning greater than, less than, and equal is important in improving their math skills. Students are always curious to know why they are learning a new concept. Therefore, the open side or the big side would always face the bigger number, whereas the arrow or the closed side would always point to the smaller number. Therefore, if the sign resembles a slanted 'L' shape which is this sign () represents the big number. The 'L' in the 'L' method represents less than. Remember that you open the alligator's mouth only towards the bigger number, whether written first in the equation or the last.
In a math equation, you can use the less than symbol in such a way: 5 3 However, if you are now to establish the relationship of 5 with 7, we can say that 5 is less than 7. The example we discussed shows the relationship of 7 with the number 5. It's used in math equations for one number that is smaller than the other. Less than is a Math symbol that shows if one value is less than another. For example:īoth statements tell you that 7 in relationship with 5 is a greater number. When using these conceptual symbols in math problems, remember that they always go in between two number values or variable names such as a, b or c. Greater than and less than required the use of two separate number values. The most common conceptual symbols are greater than, less than, and equal.
For example, in the math problem "3 + 5," "3" and "5" are both numbers, and the Plus sign means addition.Ĭonceptual symbols are used to represent concepts instead of numbers or operations. In mathematical operations, symbols represent relationships between numbers. What Is the Greater Than, Less Than, Equal Skill?
Values -10 to 10 Version 3 | Answer Key.Values -10 to 10 Version 2 | Answer Key.Values -10 to 10 Version 1 | Answer Key.Values -100 to 100 w/ Decimals Version 2 | Answer Key.Values -100 to 100 w/ Decimals Version 1 | Answer Key.Decimals Greater Or Less Than Version 5.Decimals Greater Or Less Than Version 4.
Decimals Greater Or Less Than Version 3.Decimals Greater Or Less Than Version 2.Children have great difficulty with this at first. Decimals Greater or Less Than Version 1 - We now start to look at decimals.Values 1000 to 10,000 Than, Or Equal | Answer Key.Values 0 to 1000 Version 3 | Answer Key.Values 0 to 1000 Version 2 | Answer Key.Values 0 to 1000 Version 1 | Answer Key.A great hint for students is to point the arrow at the value that is worth the least. We have a complete seriesįor elementary grade levels. You can find endless math comparison worksheets below.
Have you seen? The Teach Junkie math section is growing in numbers of pictured tutorials and collections with free classroom activities so you can always search there if you’re looking for something different.Greater Than, Less Than, Equal To Worksheets Here are 9 worksheets, projects and greater than or less than activities to help you bulk up your lesson plans. Greater than or less than is a Common Core standard skill needed in first and second grade.
It’s time for a greater than less than round up of teacher materials to use for teaching math.