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Simplifying (2b3 + -5b2 + -8) * x(9b + -1) = 1 Reorder the terms: (-8 + -5b2 + 2b3) * x(9b + -1) = 1 Reorder the terms: (-8 + -5b2 + 2b3) * x(-1 + 9b) = 1 Reorder the terms for easier multiplication: x(-8 + -5b2 + 2b3)(-1 + 9b) = 1 Multiply (-8 + -5b2 + 2b3) * (-1 + 9b) x(-8(-1 + 9b) + -5b2 * (-1 + 9b) + 2b3 * (-1 + 9b)) = 1 x((-1 * -8 + 9b * -8) + -5b2 * (-1 + 9b) + 2b3 * (-1 + 9b)) = 1 x((8 + -72b) + -5b2 * (-1 + 9b) + 2b3 * (-1 + 9b)) = 1 x(8 + -72b + (-1 * -5b2 + 9b * -5b2) + 2b3 * (-1 + 9b)) = 1 x(8 + -72b + (5b2 + -45b3) + 2b3 * (-1 + 9b)) = 1 x(8 + -72b + 5b2 + -45b3 + (-1 * 2b3 + 9b * 2b3)) = 1 x(8 + -72b + 5b2 + -45b3 + (-2b3 + 18b4)) = 1 Combine like terms: -45b3 + -2b3 = -47b3 x(8 + -72b + 5b2 + -47b3 + 18b4) = 1 (8 * x + -72b * x + 5b2 * x + -47b3 * x + 18b4 * x) = 1 Reorder the terms: (-72bx + 5b2x + -47b3x + 18b4x + 8x) = 1 (-72bx + 5b2x + -47b3x + 18b4x + 8x) = 1 Solving -72bx + 5b2x + -47b3x + 18b4x + 8x = 1 Solving for variable 'b'. Reorder the terms: -1 + -72bx + 5b2x + -47b3x + 18b4x + 8x = 1 + -1 Combine like terms: 1 + -1 = 0 -1 + -72bx + 5b2x + -47b3x + 18b4x + 8x = 0 The solution to this equation could not be determined.
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