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Simplifying 0 = (3sd + 4f)(4f + -3sd) Reorder the terms: 0 = (3ds + 4f)(-3ds + 4f) Multiply (3ds + 4f) * (-3ds + 4f) 0 = (3ds * (-3ds + 4f) + 4f * (-3ds + 4f)) 0 = ((-3ds * 3ds + 4f * 3ds) + 4f * (-3ds + 4f)) Reorder the terms: 0 = ((12dfs + -9d2s2) + 4f * (-3ds + 4f)) 0 = ((12dfs + -9d2s2) + 4f * (-3ds + 4f)) 0 = (12dfs + -9d2s2 + (-3ds * 4f + 4f * 4f)) 0 = (12dfs + -9d2s2 + (-12dfs + 16f2)) Reorder the terms: 0 = (12dfs + -12dfs + -9d2s2 + 16f2) Combine like terms: 12dfs + -12dfs = 0 0 = (0 + -9d2s2 + 16f2) 0 = (-9d2s2 + 16f2) Solving 0 = -9d2s2 + 16f2 Solving for variable 'd'. Move all terms containing d to the left, all other terms to the right. Add '9d2s2' to each side of the equation. 0 + 9d2s2 = -9d2s2 + 9d2s2 + 16f2 Remove the zero: 9d2s2 = -9d2s2 + 9d2s2 + 16f2 Combine like terms: -9d2s2 + 9d2s2 = 0 9d2s2 = 0 + 16f2 9d2s2 = 16f2 Divide each side by '9s2'. d2 = 1.777777778f2s-2 Simplifying d2 = 1.777777778f2s-2 Take the square root of each side: d = {-1.333333333fs-1, 1.333333333fs-1}
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