April 2019 1 20 Report
Soit ABCD un parèllelogramme de centre o .
Démonter que ( vec. 2AB )+(vec. 2AD)-(vec. AC)= (vec.2AO)
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Vous pouvez resoudre ses equations slvp Developper et reuduire: A = (x+2)(4x-3)-x(7-x) Factoriser: B = 3(2+3x)-(5+2x)(2+3x) ; C = (2-5x)^2-(2-5x)(1+x) D = 5(1-2x)-(4+3x)(2x-1) ; E = 3x^2-x Factoriser en utilisant une identite remarquable : F = (3x+1)^2-49 Reduire au meme denominateur.:
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