**Problem-solving strategy.**
If the equation has just one
variable, one good way to start the solution is to move all terms
containing the variable to the same side of the equation, then
simplify that side and move terms with just numbers to the other side.

If there are multiple variables, first get one of the equations into
the form `v = <term>`

, then `replace`

any
occurrences of it using this equation. When that is done, solve it as
an equation with a single variable.

**Moving a term.**
The simplifier can detect that adding and subtracting the same term
cancel each other out, so you can remove the last term on one side of
an equation by adding or subtracting it from both sides and
simplifying. You can start by selecting the term.

**Working with your own problems.**
With the "general reasoning" menu you can enter your own algebra
problems. Choose "consider" and enter your formula, using ```
+, -,
*, and /
```

as the names for the basic arithmetic operators. If
you want to enter "4 times x" be sure to write `4 * x` and
not `4x`

or `4 x`

. Also know that Prooftoys is
still learning its algebra too! It is very limited in what it can do
with fractions and rational functions, though it knows the bare facts.
After entering your assumptions you will probably want to switch the
menus back to algebra mode before starting to work.