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Simplifying 2(y + zq) = q(xp + yq) Reorder the terms: 2(qz + y) = q(xp + yq) (qz * 2 + y * 2) = q(xp + yq) (2qz + 2y) = q(xp + yq) 2qz + 2y = (px * q + qy * q) 2qz + 2y = (pqx + q2y) Solving 2qz + 2y = pqx + q2y Solving for variable 'q'. Reorder the terms: -1pqx + 2qz + -1q2y + 2y = pqx + q2y + -1pqx + -1q2y Reorder the terms: -1pqx + 2qz + -1q2y + 2y = pqx + -1pqx + q2y + -1q2y Combine like terms: pqx + -1pqx = 0 -1pqx + 2qz + -1q2y + 2y = 0 + q2y + -1q2y -1pqx + 2qz + -1q2y + 2y = q2y + -1q2y Combine like terms: q2y + -1q2y = 0 -1pqx + 2qz + -1q2y + 2y = 0 The solution to this equation could not be determined.
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