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Simplifying 1099 = (1000 + 5 * 100 + 15y) + -1(750 + -6 * 100 + -8.50y) Multiply 5 * 100 1099 = (1000 + 500 + 15y) + -1(750 + -6 * 100 + -8.50y) Combine like terms: 1000 + 500 = 1500 1099 = (1500 + 15y) + -1(750 + -6 * 100 + -8.50y) Remove parenthesis around (1500 + 15y) 1099 = 1500 + 15y + -1(750 + -6 * 100 + -8.50y) Multiply -6 * 100 1099 = 1500 + 15y + -1(750 + -600 + -8.50y) Combine like terms: 750 + -600 = 150 1099 = 1500 + 15y + -1(150 + -8.50y) 1099 = 1500 + 15y + (150 * -1 + -8.50y * -1) 1099 = 1500 + 15y + (-150 + 8.5y) Reorder the terms: 1099 = 1500 + -150 + 15y + 8.5y Combine like terms: 1500 + -150 = 1350 1099 = 1350 + 15y + 8.5y Combine like terms: 15y + 8.5y = 23.5y 1099 = 1350 + 23.5y Solving 1099 = 1350 + 23.5y Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Add '-23.5y' to each side of the equation. 1099 + -23.5y = 1350 + 23.5y + -23.5y Combine like terms: 23.5y + -23.5y = 0.0 1099 + -23.5y = 1350 + 0.0 1099 + -23.5y = 1350 Add '-1099' to each side of the equation. 1099 + -1099 + -23.5y = 1350 + -1099 Combine like terms: 1099 + -1099 = 0 0 + -23.5y = 1350 + -1099 -23.5y = 1350 + -1099 Combine like terms: 1350 + -1099 = 251 -23.5y = 251 Divide each side by '-23.5'. y = -10.68085106 Simplifying y = -10.68085106
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