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Finding Associative Property of MultiplicationName:Determine which choice is an equivalent equation. Answers1) Which expression is equal to (61)4 A. 6 + (1 4) B. 6 (1 4) C. (6 + 1) + 4 D. (6 1) +
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How to fill out the associative property of addition:

01
Understand the concept: The associative property of addition states that changing the grouping of numbers being added together does not change the sum. In other words, you can regroup the numbers in any way without affecting the final result.
02
Identify the numbers: Start by identifying the numbers you want to add together. For example, let's consider the numbers 3, 5, and 7.
03
Group the numbers: The associative property allows you to group the numbers in any way you like. You can either group the first two numbers and then add the third, or group the last two numbers and then add the first. Let's group 3 and 5 together.
04
Add the grouped numbers: Add the grouped numbers together. In our example, 3 + 5 equals 8.
05
Add the remaining number: Add the remaining number to the sum obtained in the previous step. In our example, 8 + 7 equals 15.
06
Check the result: Finally, check if the sum obtained in step 5 is the same as adding all the numbers without regrouping. In our example, adding 3, 5, and 7 directly gives us 3 + 5 + 7 equals 15. Since the result matches, we have successfully filled out the associative property of addition.

Who needs the associative property of addition:

01
Mathematicians: Mathematicians often use the associative property of addition when working with complex calculations or equations. It helps in simplifying expressions and rearranging terms, which can make problem-solving more efficient.
02
Students learning math: Students learning math, especially at the elementary and middle school levels, need to understand the associative property of addition. It allows them to mentally regroup numbers and perform calculations more easily. Additionally, it forms the foundation for more advanced mathematical concepts.
03
Problem solvers: The associative property of addition can be beneficial for anyone trying to solve real-life problems involving addition. It provides a flexible approach to grouping numbers, making it easier to perform mental calculations or estimate results.
In conclusion, understanding how to fill out the associative property of addition involves grasping the concept, identifying the numbers, grouping them in different ways, adding them together, and checking the result. This property is relevant to mathematicians, students learning math, and problem solvers in various contexts.
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The associative property of addition states that changing the grouping of numbers being added together does not change the result.
Anyone performing addition operation should understand and apply the associative property of addition.
To apply the associative property of addition, group the numbers being added in different ways and observe if the result remains the same.
The purpose of the associative property of addition is to show that the grouping of numbers being added together does not affect the final sum.
The numbers being added together and the different ways of grouping them to showcase the associative property of addition.
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