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Simplifying y = (x + y)(3c + -1k) Multiply (x + y) * (3c + -1k) y = (x(3c + -1k) + y(3c + -1k)) y = ((3c * x + -1k * x) + y(3c + -1k)) y = ((3cx + -1kx) + y(3c + -1k)) y = (3cx + -1kx + (3c * y + -1k * y)) y = (3cx + -1kx + (3cy + -1ky)) Reorder the terms: y = (3cx + 3cy + -1kx + -1ky) y = (3cx + 3cy + -1kx + -1ky) Solving y = 3cx + 3cy + -1kx + -1ky Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-3cy' to each side of the equation. -3cy + y = 3cx + 3cy + -1kx + -3cy + -1ky Reorder the terms: -3cy + y = 3cx + 3cy + -3cy + -1kx + -1ky Combine like terms: 3cy + -3cy = 0 -3cy + y = 3cx + 0 + -1kx + -1ky -3cy + y = 3cx + -1kx + -1ky Add 'ky' to each side of the equation. -3cy + ky + y = 3cx + -1kx + -1ky + ky Combine like terms: -1ky + ky = 0 -3cy + ky + y = 3cx + -1kx + 0 -3cy + ky + y = 3cx + -1kx Reorder the terms: -3cx + -3cy + kx + ky + y = 3cx + -1kx + -3cx + kx Reorder the terms: -3cx + -3cy + kx + ky + y = 3cx + -3cx + -1kx + kx Combine like terms: 3cx + -3cx = 0 -3cx + -3cy + kx + ky + y = 0 + -1kx + kx -3cx + -3cy + kx + ky + y = -1kx + kx Combine like terms: -1kx + kx = 0 -3cx + -3cy + kx + ky + y = 0 The solution to this equation could not be determined.
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