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Factorise: ab(x2+y2)-xy(a2+b2)

ab(x2+y2)−xy(a2+b2) Using distributive property,= abx2+aby2−a2xy−b2xy= abx2 – b2xy+aby2−a2xy Taking out the common terms,= bx(ax−by)−ay(ax−by)= (ax−by)(bx−ay)