p³(q-r)³+q³(r-p)³+(p-q)³
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Answer:
=[p(q-r)]³+[q(r-p)]³+[r(p-q)]³
If (a+b+c) = 0, then a³+b³+c³= 3ab
Here, q(r-p)+ p(q-r)+ r(p-q)=0
=> p³(q-r)³+ q³(r-p)³+ r³(p-q)³= 3[p(q-r)×q(r-p) ×r(p-q)]
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