factorise( x-3y)^3+ (3y -2z)^3+(2z-x)^3
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x-3y + 3y-2z + 2z-x,
0,
since
(x-3y)+(3y-2z)+(2z-x)=0,
therefore
(x-3y)³+(3y-2z)³+(2z-x)³
=3×(x-3y)(3y-2z)(2z-x)
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