What defines a literal equation?

• An equation with only one variable.

• An equation with more than one variable.

• An equation that only uses numbers.

• An equation that has no variables.

What is the initial step to isolate 'x' in the equation ax + b = c?

• Divide both sides by 'a'.

• Add 'b' to both sides.

• Subtract 'b' from both sides.

• Multiply both sides by 'c'.

After performing the first step, what operation is needed to solve for 'x' in the equation ax = c - b?

• Add 'a' to both sides.

• Subtract 'a' from both sides.

• Multiply both sides by 'a'.

• Divide both sides by 'a'.

Why do we solve literal equations?

• To find the value of a single variable

• To rewrite the formula to isolate a specific variable

• To check if the equation is true

• To graph the equation