Algebra 1 5.5 1 Review Solutions and Explanations

Begin by simplifying expressions on both sides. Identify and combine like terms to reduce the equation to its simplest form. This step ensures that no unnecessary variables or constants are left.

If fractions are involved, clear them by multiplying both sides by the least common denominator. This will eliminate any denominators and make the equation easier to work with moving forward.

Once simplified, isolate the variable by performing the necessary inverse operations. If the variable is multiplied, divide both sides by the coefficient. If it is added, subtract it from both sides.

After solving, substitute your solution back into the original equation to verify the result. This check will confirm that the solution satisfies the original problem, ensuring no steps were missed.