# One step equations worksheets for grade 6 - Solving one step equation word problems 6th grade

As its name suggest, one step equations worksheets for grade 6 is a straight forward concept given to help kids understand easy solving one step equation word problem 6th grade as well as mathematically expressed one step equations.  In other words, you only need to perform one step in order to solve an equation, having only one variable on one side and numbers on the other side of the equal sign. As a result, our activities are enthralling enough to help kids easily recognize variables and other elements by themselves.

In addition to this, our 6th grade linear equations worksheet with answers pdf consist of beautifully represented data values with fixed equations useful in solving linear relationships and real life situations.

## 6th GRADE MATH PRINTABLES

Kid’s early learning about unknowns and variables will greatly reinforce their algebraic thinking and understanding. This is evidenced in our fun one step equation exercises, such as model and solve equations using algebra tiles; solve one step equations with whole numbers, decimals, fractions and mixed numbers; solve equations involving like terms; write an equation from words etc.

### A helpful guide for easy solving one step equation problems 6th grade

One-step equations are the simplest equations to solve. That notwithstanding, your kids will be provided with a helpful guide for easy solving one step equation problems

First of all, you have to note that your goal is to isolate the variable on one side of the equal sign.

The next important thing to remember here is that when you move numbers or variables from one side to the other, they change signs, i.e. to move something that is added to the other side of the equation, you should subtract and to move something that is subtracted from the other side of the equation, you should add. Same goes for multiplication and division.

In fact, with just one step, you can successfully calculate the value of a variable by doing the opposite operation. For example;

Find x, given that X - 3 = -5 → the variable is on the left hand side of the equation, paired with -3

In order to solve for x, I’ll add +3 to both the right hand side and the left side of the equation. In doing this, my +3 – 3 gives 0, given that addition is the opposite of subtraction. On the other side, I have +3 – 5 which gives -2. One other important thing to remember in solving a linear equation is that whatever you do to one side of the equation, you MUST do to the other side. So if you subtract a number from one side, you MUST subtract the same value from the other side.

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