If x^3+y^3=0,x+y is not equals to 0 then log(x+y)=
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log(−x)+log(−y)
Given x<0,y<0⇒(−x)>0,(−y)>0
Now,
log(xy)
=log{(−x)(−y)}
=log(−x)+log(−y) [ Since logx is defined for x>0]
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