x²+yz+ xz factorise
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The equation x^2+xy+xz+yz can be factorised as follows:
x^2+xy+xz+yz=(x^2 +xy)+(xz+yz)=x(x+y+z(x+y)=(x+z)(x+y)
Hence, x^2+xy+xz+yz=(x+z)(x+y)
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