Step 4: How do you move variable terms and constant terms to separate sides?

In step 4 of algebraic equation solving, the goal is to move variable terms and constant terms to separate sides of the equation. This step is crucial to simplify the equation and isolate the variable on one side. To achieve this, one can use the properties of equality to perform operations like addition or subtraction. By adding or subtracting the same value to both sides of the equation, the variable terms can be moved to one side, while the constant terms are shifted to the other side. This helps in transforming the equation into a form that makes it easier to solve for the variable. Ultimately, this process simplifies the equation and brings us closer to finding the solution.
This mind map was published on 1 October 2023 and has been viewed 43 times.

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