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Factorisation using identities
Last updated at December 24, 2024 by Teachoo
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Transcript
Ex 12.2, 4 Factorise. (v) š^4 ā 2š^2 š^2 + š^4š^4 ā 2š^2 š^2 + š^4 = (š^2 )^2 ā 2š^2 š^2+(š^2 )^2 = (š^2 )^2 +(š^2 )^2ā2 (š^2Ćš^2 ) Using (š ā š)^š=š„^2+š¦^2 ā 2xy Here š„=š^2 and y = š^2 = (š^2 ā b^2 )^2 Using š^š ā š^š=(š„+š¦)(š„ ā y) Here š„=š and y = š = [(š+š) (š ā b)]^2 = (š+š)^š (š ā š)^š