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Omni-MATH / Suppose that P(x,y,z) is a homogeneous degree 4 polynomial in three variables such that P(a,b,c)=P(b,c,a) and P(a,a,b)=0 for all real a,b, and c. If P(1,2,3)=1, compute P(2,4,8). · Discussion

Discussing Suppose that P(x,y,z) is a homogeneous degree 4 polynomial in three variables such that P(a,b,c)=P(b,c,a) and P(a,a,b)=0 for all real a,b, and c. If P(1,2,3)=1, compute P(2,4,8). · Omni-MATH

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