CHAPTER: 4 FACTORIZATION

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BASIC CONCEPT OF FACTORIZATION - COMMON FACTORS IN ALL TERMS, PAIRS, PERFECT SQUARES

TYPE 2: BREAKING TERM METHOD

TYPE 5: FACTORIZATION OF TYPE: (𝑎𝑥²+𝑏𝑥+𝑐)(𝑎𝑥²+𝑏𝑥+𝑑)+𝑘

TYPE 7: FACTORIZATION OF TYPE: (𝑥+𝑎)(𝑥+𝑏)(𝑥+𝑐)(𝑥+𝑑)+𝑘𝑥²

TYPE 9: FORMULA BASED FACTORIZATION 𝑎³+𝑏³ AND 𝑎³−𝑏³

SYNTHETIC DIVISION METHOD

TYPE 1: a²-b²

TYPE 3: COMPLETING SQUARE METHOD & TYPE 4: DIFFERENCE OF SQUARE METHOD

TYPE 6: FACTORIZATION OF TYPE: (𝑥+𝑎)(𝑥+𝑏)(𝑥+𝑐)(𝑥+𝑑)+𝑘

TYPE 8: FORMULA BASED FACTORIZATION (a +b)³ and (a- b)³

REMAINDER AND FACTOR THEOREM, ZERO OF A POLYNOMIAL

FACTORIZATION OF CUBIC POLYNOMIAL USING FACTOR AND REMAINDER THEOREM

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