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Omni-MATH / It can be shown that there exists a unique polynomial P in two variables such that for all positive integers m and n, P(m,n)=∑_(i=1)^(m)∑_(j=1)^(n)(i+j)⁷ Compute P(3,−3). · Discussion

Discussing It can be shown that there exists a unique polynomial P in two variables such that for all positive integers m and n, P(m,n)=∑_(i=1)^(m)∑_(j=1)^(n)(i+j)⁷ Compute P(3,−3). · Omni-MATH

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