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# Algebra formulas # Ajeet sir #math formulas important varsha se #🧮 सरल गणित / Reasoning #Maths guru

Algebroic Identities Basic Sqvare Tdentiries 6z (a+6)2 + 2ab b२ 42 - 2ab (a-b)2 62 (a+b) (a-b) 02 Binomials Produc+ of Two (a+b)x+ab X2 + (xta) (x+b) x२ a+b)x+ab (x - b) (X- x2 (X+0) (X - Square ofl Three Terms c)2 (a+b+ 02 + 62 + C2 + 20b २ca 2bc Binomial Cube of 30b2 . b3 +302b + (a +bl b3 3a7b + 3ab? b)3 0 Difference of Cubes Sum and ab + b2 b3 (a+b)(a (0-b) (02 + Qb + b2) b3 Three Terms ofl Cubel (a+b+c) b3 +c3 + 3(a+b) (b+c)(c+a) 03 + Tmportont_Condition-Based_Tdentity If a +b+c = 0 b3 +c a3 + 3abc Then Advanced Tdentity 63+ C 3abc (a + b + c) (a२ + b२ + c२ - ab ca) bc Algebroic Identities Basic Sqvare Tdentiries 6z (a+6)2 + 2ab b२ 42 - 2ab (a-b)2 62 (a+b) (a-b) 02 Binomials Produc+ of Two (a+b)x+ab X2 + (xta) (x+b) x२ a+b)x+ab (x - b) (X- x2 (X+0) (X - Square ofl Three Terms c)2 (a+b+ 02 + 62 + C2 + 20b २ca 2bc Binomial Cube of 30b2 . b3 +302b + (a +bl b3 3a7b + 3ab? b)3 0 Difference of Cubes Sum and ab + b2 b3 (a+b)(a (0-b) (02 + Qb + b2) b3 Three Terms ofl Cubel (a+b+c) b3 +c3 + 3(a+b) (b+c)(c+a) 03 + Tmportont_Condition-Based_Tdentity If a +b+c = 0 b3 +c a3 + 3abc Then Advanced Tdentity 63+ C 3abc (a + b + c) (a२ + b२ + c२ - ab ca) bc

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