Solving one-step equations
In this module you will learn how to solve equations that take one step to solve.
These are examples of the types of equations you might work with: 3 = x + 1 or x - 6 = 2 or x/2 = 10.
Solving two-step equations
In this module you can study how to solve equations that take two steps to solve.
These are examples of the types of equations you might work with: x/2 +4 = 6 or 2x - 9 = 11.
Solving multi-step equations
In this module you can study how to solve simple linear equations that take more than two steps to solve.
You will work with more complicated equations, such as this one: 3(x+2)/10 +4 = 20
Transposition, or Solving for a variable
In this module you can study how to change an equation around so that any variable is by itself on one side of the equal sign.
For example, you will study how to change this P = 2W + 2L into this: W = (P - 2L) / 2
Use the links in any order you wish, or click here for detailed suggestions.
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Maths Support @ WITT Learning Centre