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Simplifying -1(3(5a(11a + -5b)) + 6) + -5(4(a(a + b))) = 0 -1(3((11a * 5a + -5b * 5a)) + 6) + -5(4(a(a + b))) = 0 Reorder the terms: -1(3((-25ab + 55a2)) + 6) + -5(4(a(a + b))) = 0 -1(3((-25ab + 55a2)) + 6) + -5(4(a(a + b))) = 0 -1((-25ab * 3 + 55a2 * 3) + 6) + -5(4(a(a + b))) = 0 -1((-75ab + 165a2) + 6) + -5(4(a(a + b))) = 0 Reorder the terms: -1(6 + -75ab + 165a2) + -5(4(a(a + b))) = 0 (6 * -1 + -75ab * -1 + 165a2 * -1) + -5(4(a(a + b))) = 0 (-6 + 75ab + -165a2) + -5(4(a(a + b))) = 0 -6 + 75ab + -165a2 + -5(4((a * a + b * a))) = 0 Reorder the terms: -6 + 75ab + -165a2 + -5(4((ab + a2))) = 0 -6 + 75ab + -165a2 + -5(4((ab + a2))) = 0 -6 + 75ab + -165a2 + -5((ab * 4 + a2 * 4)) = 0 -6 + 75ab + -165a2 + -5((4ab + 4a2)) = 0 -6 + 75ab + -165a2 + (4ab * -5 + 4a2 * -5) = 0 -6 + 75ab + -165a2 + (-20ab + -20a2) = 0 Reorder the terms: -6 + 75ab + -20ab + -165a2 + -20a2 = 0 Combine like terms: 75ab + -20ab = 55ab -6 + 55ab + -165a2 + -20a2 = 0 Combine like terms: -165a2 + -20a2 = -185a2 -6 + 55ab + -185a2 = 0 Solving -6 + 55ab + -185a2 = 0 Solving for variable 'a'. The solution to this equation could not be determined.
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