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provide the algebraic equation for the monthly aggregate production rate (apr, using si, ei, d1, d2, d3, d4, d5, and m as variables

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The algebraic equation for the monthly aggregate production rate (apr, using si, ei, d1, d2, d3, d4, d5, and m as variables are  240, 225, 265, 270, 260, and 275 units.  The next six months (M = 6). (D1, D2, D3, D4, and D5, in that order.)

Algebraic Equation

The word "algebraic equation" comes from the time when solving univariate polynomial equations was the fundamental challenge of algebra. This difficulty was completely solved in the nineteenth century; see Fundamental algebraic theorem, Abel-Ruffini theorem, and Galois theory. Since then, the scope of algebra has grown tremendously. It encompasses, in particular, the study of equations with nth roots and, more broadly, algebraic expressions. Outside of the context of the classic problem, this makes the word algebraic equation unclear. When this uncertainty arises, the term polynomial equation is often favoured, especially when dealing with multivariate equations.

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