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Simplifying B(5px + -3c) = a(qx + -4) * findx Reorder the terms: B(-3c + 5px) = a(qx + -4) * findx (-3c * B + 5px * B) = a(qx + -4) * findx (-3cB + 5pxB) = a(qx + -4) * findx Reorder the terms: -3cB + 5pxB = a(-4 + qx) * findx Reorder the terms for easier multiplication: -3cB + 5pxB = a * dfinx(-4 + qx) Multiply a * dfinx -3cB + 5pxB = adfinx(-4 + qx) -3cB + 5pxB = (-4 * adfinx + qx * adfinx) Reorder the terms: -3cB + 5pxB = (adfinqx2 + -4adfinx) -3cB + 5pxB = (adfinqx2 + -4adfinx) Solving -3cB + 5pxB = adfinqx2 + -4adfinx Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '-5pxB' to each side of the equation. -3cB + 5pxB + -5pxB = adfinqx2 + -4adfinx + -5pxB Combine like terms: 5pxB + -5pxB = 0 -3cB + 0 = adfinqx2 + -4adfinx + -5pxB -3cB = adfinqx2 + -4adfinx + -5pxB Divide each side by '-3B'. c = -0.3333333333adfinqx2B-1 + 1.333333333adfinxB-1 + 1.666666667px Simplifying c = -0.3333333333adfinqx2B-1 + 1.333333333adfinxB-1 + 1.666666667px
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