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Simplifying k(y + 3z) = 4(y + -5) * fory (y * k + 3z * k) = 4(y + -5) * fory (ky + 3kz) = 4(y + -5) * fory Reorder the terms: ky + 3kz = 4(-5 + y) * fory Reorder the terms for easier multiplication: ky + 3kz = 4fory(-5 + y) ky + 3kz = (-5 * 4fory + y * 4fory) ky + 3kz = (-20fory + 4fory2) Solving ky + 3kz = -20fory + 4fory2 Solving for variable 'k'. Move all terms containing k to the left, all other terms to the right. Reorder the terms: 20fory + -4fory2 + ky + 3kz = -20fory + 4fory2 + 20fory + -4fory2 Reorder the terms: 20fory + -4fory2 + ky + 3kz = -20fory + 20fory + 4fory2 + -4fory2 Combine like terms: -20fory + 20fory = 0 20fory + -4fory2 + ky + 3kz = 0 + 4fory2 + -4fory2 20fory + -4fory2 + ky + 3kz = 4fory2 + -4fory2 Combine like terms: 4fory2 + -4fory2 = 0 20fory + -4fory2 + ky + 3kz = 0 The solution to this equation could not be determined.
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