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Simplifying x = 2[(1.25y + 35) + (1.75y + 150) + (2y + 75)] Reorder the terms: x = 2[(35 + 1.25y) + (1.75y + 150) + (2y + 75)] Remove parenthesis around (35 + 1.25y) x = 2[35 + 1.25y + (1.75y + 150) + (2y + 75)] Reorder the terms: x = 2[35 + 1.25y + (150 + 1.75y) + (2y + 75)] Remove parenthesis around (150 + 1.75y) x = 2[35 + 1.25y + 150 + 1.75y + (2y + 75)] Reorder the terms: x = 2[35 + 1.25y + 150 + 1.75y + (75 + 2y)] Remove parenthesis around (75 + 2y) x = 2[35 + 1.25y + 150 + 1.75y + 75 + 2y] Reorder the terms: x = 2[35 + 150 + 75 + 1.25y + 1.75y + 2y] Combine like terms: 35 + 150 = 185 x = 2[185 + 75 + 1.25y + 1.75y + 2y] Combine like terms: 185 + 75 = 260 x = 2[260 + 1.25y + 1.75y + 2y] Combine like terms: 1.25y + 1.75y = 3y x = 2[260 + 3y + 2y] Combine like terms: 3y + 2y = 5y x = 2[260 + 5y] x = [260 * 2 + 5y * 2] x = [520 + 10y] Solving x = 520 + 10y Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Simplifying x = 520 + 10y
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