- Understanding the square of a binomial formula (A + B)² = A² + 2AB + B²
- Using the sum and difference formula (A + B)(A-B) = A²-B² to multiply and simplify expressions
- Importance of total and partial factoring in algebra for simplifying complex polynomials
- The process of decomposition of notable products to factor algebraic expressions using well-known patterns
- The formula for finding the cube of a binomial (A + B)³= A³+3A²B + 3AB² + B³ and its application in expanding expressions
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