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Simplifying 9 + -4x2 = (a + -1bx)(c + dx) Multiply (a + -1bx) * (c + dx) 9 + -4x2 = (a(c + dx) + -1bx * (c + dx)) 9 + -4x2 = ((c * a + dx * a) + -1bx * (c + dx)) 9 + -4x2 = ((ac + adx) + -1bx * (c + dx)) 9 + -4x2 = (ac + adx + (c * -1bx + dx * -1bx)) 9 + -4x2 = (ac + adx + (-1bcx + -1bdx2)) 9 + -4x2 = (ac + adx + -1bcx + -1bdx2) Solving 9 + -4x2 = ac + adx + -1bcx + -1bdx2 Solving for variable 'x'. Reorder the terms: 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = ac + adx + -1bcx + -1bdx2 + -1ac + -1adx + bcx + bdx2 Reorder the terms: 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = ac + -1ac + adx + -1adx + -1bcx + bcx + -1bdx2 + bdx2 Combine like terms: ac + -1ac = 0 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = 0 + adx + -1adx + -1bcx + bcx + -1bdx2 + bdx2 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = adx + -1adx + -1bcx + bcx + -1bdx2 + bdx2 Combine like terms: adx + -1adx = 0 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = 0 + -1bcx + bcx + -1bdx2 + bdx2 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = -1bcx + bcx + -1bdx2 + bdx2 Combine like terms: -1bcx + bcx = 0 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = 0 + -1bdx2 + bdx2 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = -1bdx2 + bdx2 Combine like terms: -1bdx2 + bdx2 = 0 9 + -1ac + -1adx + bcx + bdx2 + -4x2 = 0 The solution to this equation could not be determined.
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