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Simplifying P(x + y + -1q) = qx3 Reorder the terms: P(-1q + x + y) = qx3 (-1q * P + x * P + y * P) = qx3 (-1qP + xP + yP) = qx3 Solving -1qP + xP + yP = qx3 Solving for variable 'q'. Move all terms containing q to the left, all other terms to the right. Add '-1qx3' to each side of the equation. -1qP + xP + -1qx3 + yP = qx3 + -1qx3 Reorder the terms: -1qP + -1qx3 + xP + yP = qx3 + -1qx3 Combine like terms: qx3 + -1qx3 = 0 -1qP + -1qx3 + xP + yP = 0 Add '-1xP' to each side of the equation. -1qP + -1qx3 + xP + -1xP + yP = 0 + -1xP Combine like terms: xP + -1xP = 0 -1qP + -1qx3 + 0 + yP = 0 + -1xP -1qP + -1qx3 + yP = 0 + -1xP Remove the zero: -1qP + -1qx3 + yP = -1xP Add '-1yP' to each side of the equation. -1qP + -1qx3 + yP + -1yP = -1xP + -1yP Combine like terms: yP + -1yP = 0 -1qP + -1qx3 + 0 = -1xP + -1yP -1qP + -1qx3 = -1xP + -1yP Reorder the terms: -1qP + -1qx3 + xP + yP = -1xP + xP + -1yP + yP Combine like terms: -1xP + xP = 0 -1qP + -1qx3 + xP + yP = 0 + -1yP + yP -1qP + -1qx3 + xP + yP = -1yP + yP Combine like terms: -1yP + yP = 0 -1qP + -1qx3 + xP + yP = 0 The solution to this equation could not be determined.
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