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If x+y+z=0 then find the value of (x+y)^3+(y+z)^3+(z+x)^3
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Answer:
x+y+z=0
=> x+y=-z
y+z=-x
z+x=-y
=> (x+y)³+(y+z)³+(z+x)³ = (-z)³+(-x)³+(-y)³
=> -(x³+y³+z³)
W.K.T, if x+y+z=0
then x³+y³+z³ = 3xyz
=> -3xyz
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