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Simplifying (6x + -5a)(3a + -4x) = (2b + -3x)(8x + 5b) Reorder the terms: (-5a + 6x)(3a + -4x) = (2b + -3x)(8x + 5b) Multiply (-5a + 6x) * (3a + -4x) (-5a * (3a + -4x) + 6x * (3a + -4x)) = (2b + -3x)(8x + 5b) ((3a * -5a + -4x * -5a) + 6x * (3a + -4x)) = (2b + -3x)(8x + 5b) Reorder the terms: ((20ax + -15a2) + 6x * (3a + -4x)) = (2b + -3x)(8x + 5b) ((20ax + -15a2) + 6x * (3a + -4x)) = (2b + -3x)(8x + 5b) (20ax + -15a2 + (3a * 6x + -4x * 6x)) = (2b + -3x)(8x + 5b) (20ax + -15a2 + (18ax + -24x2)) = (2b + -3x)(8x + 5b) Reorder the terms: (20ax + 18ax + -15a2 + -24x2) = (2b + -3x)(8x + 5b) Combine like terms: 20ax + 18ax = 38ax (38ax + -15a2 + -24x2) = (2b + -3x)(8x + 5b) Reorder the terms: 38ax + -15a2 + -24x2 = (2b + -3x)(5b + 8x) Multiply (2b + -3x) * (5b + 8x) 38ax + -15a2 + -24x2 = (2b * (5b + 8x) + -3x * (5b + 8x)) 38ax + -15a2 + -24x2 = ((5b * 2b + 8x * 2b) + -3x * (5b + 8x)) Reorder the terms: 38ax + -15a2 + -24x2 = ((16bx + 10b2) + -3x * (5b + 8x)) 38ax + -15a2 + -24x2 = ((16bx + 10b2) + -3x * (5b + 8x)) 38ax + -15a2 + -24x2 = (16bx + 10b2 + (5b * -3x + 8x * -3x)) 38ax + -15a2 + -24x2 = (16bx + 10b2 + (-15bx + -24x2)) Reorder the terms: 38ax + -15a2 + -24x2 = (16bx + -15bx + 10b2 + -24x2) Combine like terms: 16bx + -15bx = 1bx 38ax + -15a2 + -24x2 = (1bx + 10b2 + -24x2) Add '24x2' to each side of the equation. 38ax + -15a2 + -24x2 + 24x2 = 1bx + 10b2 + -24x2 + 24x2 Combine like terms: -24x2 + 24x2 = 0 38ax + -15a2 + 0 = 1bx + 10b2 + -24x2 + 24x2 38ax + -15a2 = 1bx + 10b2 + -24x2 + 24x2 Combine like terms: -24x2 + 24x2 = 0 38ax + -15a2 = 1bx + 10b2 + 0 38ax + -15a2 = 1bx + 10b2 Solving 38ax + -15a2 = 1bx + 10b2 Solving for variable 'a'. Reorder the terms: 38ax + -15a2 + -1bx + -10b2 = 1bx + -1bx + 10b2 + -10b2 Combine like terms: 1bx + -1bx = 0 38ax + -15a2 + -1bx + -10b2 = 0 + 10b2 + -10b2 38ax + -15a2 + -1bx + -10b2 = 10b2 + -10b2 Combine like terms: 10b2 + -10b2 = 0 38ax + -15a2 + -1bx + -10b2 = 0 The solution to this equation could not be determined.
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