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Simplifying y = 25(2x + 3) + 34(2x + -3y) Reorder the terms: y = 25(3 + 2x) + 34(2x + -3y) y = (3 * 25 + 2x * 25) + 34(2x + -3y) y = (75 + 50x) + 34(2x + -3y) y = 75 + 50x + (2x * 34 + -3y * 34) y = 75 + 50x + (68x + -102y) Combine like terms: 50x + 68x = 118x y = 75 + 118x + -102y Solving y = 75 + 118x + -102y Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '102y' to each side of the equation. y + 102y = 75 + 118x + -102y + 102y Combine like terms: y + 102y = 103y 103y = 75 + 118x + -102y + 102y Combine like terms: -102y + 102y = 0 103y = 75 + 118x + 0 103y = 75 + 118x Divide each side by '103'. y = 0.7281553398 + 1.145631068x Simplifying y = 0.7281553398 + 1.145631068x
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