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1.Factor out what is common. Ex: 2 is the greatest common factor so = 2 (x³ - 27y³)2. Identify and rewrite as cubes. Ex: 2 [(x)³ - (3y)³]3. Factoring process is ready for substitution. Ex: 2 (x - 3y) [(x)² + ( x)(3y) + (3y)²]4. Simplify with the second group. Ex: 2 (x - 3y) (x² + 3xy + 9y²)

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