a(b³-c³)+b(c³-a³)+c(a³-b³) factorise
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Step-by-step explanation:
Let (a)=a(b³- c³)+b( c³-a³)+c(a³- b³) f(b)=b(b³-c³)+b(c³-b³)+c(b³-b³)
b(b³- c³)-b(c³-b³)+0
f(b)=0
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