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#🧮 सरल गणित / Reasoning #👨‍🏫️स्किल डेवलपमेंट👔 #📚एजुकेशन टिप्स & ट्रिक्स✍ #🚨UPSC Exams📚 #📚एजुकेशनल ज्ञान📝
🧮 सरल गणित / Reasoning - Algebraic Identities Basic Square Identities + २ab + b२ ( + b)2 021 F २ab + b२ (০ -b)2 a2 న (a + b)(a -b) = - 2 Q2 Binomials Produc+ ofl Two + (a + b)x + ab (x + a)(x + b) S X2 (a+b)x+abl (x_a)(x_b)   = +२ (x+a)(x-a) = - 42 +२ of Three Terms Square (+b + C)2 + b2 + c2 + 2ab + 2bc + 2ca - 42 Binomial Cube f Q + 3026 + 3462 + b3 (+b)3 3 Q3 3a2b + 3ab2 (a - b)3 03 _ 63 ~ೆ  3 Cobes ofl Dirrerence Sum and ab + b२ (০ +৮)(2 +63 ಲಕ  3 93 (a-b) (a2+ab + b2 b3 5 3 93  Three Terms of Cubel (a+b+c)3 3(a+b) (b+c)(c+a) Q3 + b3 + +c3 3 Ldentity Condition-Based Important a +btc = 0 Tr + c3 3abc + b3 Ihen F Q3 Toentity Advanced +63 _3abc +C3 03` ( + b + c) (q2 + b2 + C? ca) 2 _ab - bc - Algebraic Identities Basic Square Identities + २ab + b२ ( + b)2 021 F २ab + b२ (০ -b)2 a2 న (a + b)(a -b) = - 2 Q2 Binomials Produc+ ofl Two + (a + b)x + ab (x + a)(x + b) S X2 (a+b)x+abl (x_a)(x_b)   = +२ (x+a)(x-a) = - 42 +२ of Three Terms Square (+b + C)2 + b2 + c2 + 2ab + 2bc + 2ca - 42 Binomial Cube f Q + 3026 + 3462 + b3 (+b)3 3 Q3 3a2b + 3ab2 (a - b)3 03 _ 63 ~ೆ  3 Cobes ofl Dirrerence Sum and ab + b२ (০ +৮)(2 +63 ಲಕ  3 93 (a-b) (a2+ab + b2 b3 5 3 93  Three Terms of Cubel (a+b+c)3 3(a+b) (b+c)(c+a) Q3 + b3 + +c3 3 Ldentity Condition-Based Important a +btc = 0 Tr + c3 3abc + b3 Ihen F Q3 Toentity Advanced +63 _3abc +C3 03` ( + b + c) (q2 + b2 + C? ca) 2 _ab - bc - - ShareChat