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Simplifying z(2z + 1)(z + 2)(2z + -3) = 63 Reorder the terms: z(1 + 2z)(z + 2)(2z + -3) = 63 Reorder the terms: z(1 + 2z)(2 + z)(2z + -3) = 63 Reorder the terms: z(1 + 2z)(2 + z)(-3 + 2z) = 63 Multiply (1 + 2z) * (2 + z) z(1(2 + z) + 2z * (2 + z))(-3 + 2z) = 63 z((2 * 1 + z * 1) + 2z * (2 + z))(-3 + 2z) = 63 z((2 + 1z) + 2z * (2 + z))(-3 + 2z) = 63 z(2 + 1z + (2 * 2z + z * 2z))(-3 + 2z) = 63 z(2 + 1z + (4z + 2z2))(-3 + 2z) = 63 Combine like terms: 1z + 4z = 5z z(2 + 5z + 2z2)(-3 + 2z) = 63 Multiply (2 + 5z + 2z2) * (-3 + 2z) z(2(-3 + 2z) + 5z * (-3 + 2z) + 2z2 * (-3 + 2z)) = 63 z((-3 * 2 + 2z * 2) + 5z * (-3 + 2z) + 2z2 * (-3 + 2z)) = 63 z((-6 + 4z) + 5z * (-3 + 2z) + 2z2 * (-3 + 2z)) = 63 z(-6 + 4z + (-3 * 5z + 2z * 5z) + 2z2 * (-3 + 2z)) = 63 z(-6 + 4z + (-15z + 10z2) + 2z2 * (-3 + 2z)) = 63 z(-6 + 4z + -15z + 10z2 + (-3 * 2z2 + 2z * 2z2)) = 63 z(-6 + 4z + -15z + 10z2 + (-6z2 + 4z3)) = 63 Combine like terms: 4z + -15z = -11z z(-6 + -11z + 10z2 + -6z2 + 4z3) = 63 Combine like terms: 10z2 + -6z2 = 4z2 z(-6 + -11z + 4z2 + 4z3) = 63 (-6 * z + -11z * z + 4z2 * z + 4z3 * z) = 63 (-6z + -11z2 + 4z3 + 4z4) = 63 Solving -6z + -11z2 + 4z3 + 4z4 = 63 Solving for variable 'z'. Reorder the terms: -63 + -6z + -11z2 + 4z3 + 4z4 = 63 + -63 Combine like terms: 63 + -63 = 0 -63 + -6z + -11z2 + 4z3 + 4z4 = 0 The solution to this equation could not be determined.
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