Factorize the given expression:-
xy³+xy²z+xyz²-xy²z-xyz²-xz³+yz³+xyz²+x²yz-xyz²-x²yz-x³y+x³z+x²yz+xy²z-x²yz-xy²z-y³z
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Answer:
y^3(x-y)-z^3(x-y)-x^3(y-z)
Step-by-step explanation:
After minimizing the above question we get,
=>xy^3-xz^3+yz^3-x^3y-y^3z+x^3z
take the common variables,
=>y^3(x-y)-z^3(x-y)-x^3(y-z).
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