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There are 5 examples to this lesson, so make sure that you keep scrolling down to learn how to solve all types of two step equations.
Notice that in order to get x on the left hand side by itself, (x = ) we need to remove the 3 and the 2.
Your second step will be to remove any coefficients or divisors using multiplication or division. The next two examples will demonstrate how to solve two-step equations when the coefficient is a fraction or when you have a divisor.

If you have any terms in the equation that are like terms, then you will want to combine those like terms first before solving. Take a look at the questions that other students have submitted on two-step algebra equations.
All downloaded practice materials are copyrighted and subject to fair use rules (read more here). Remember to focus on how there are two steps that are used in order to find the solution to this equation.

Each product contains a description, use recommendations, and a downloadable PDF practice packet.
Each page starts with easier problems that get more difficult as students work through the packet.

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