Final answer:
One-step equations and multi-step equations are similar in terms of solving for an unknown variable, using inverse operations, and having a single solution.
Step-by-step explanation:
One-step equations and multi-step equations are similar in the following ways:
- Both types of equations involve solving for an unknown variable. In one-step equations, you can isolate the variable in a single step, such as adding or subtracting a number. In multi-step equations, you need to perform multiple operations, such as combining like terms and using inverse operations, to isolate the variable.
- Both types of equations require using inverse operations to solve. In one-step equations, you apply the opposite operation to both sides of the equation to isolate the variable. In multi-step equations, you may need to use inverse operations multiple times to simplify the equation and solve for the variable.
- Both types of equations have a single solution. Once you solve for the variable, you find a specific value that makes the equation true. This solution is the same for both one-step and multi-step equations.