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Simplifying A = (g + 3)[0.5(4g + -10)] Reorder the terms: A = (3 + g)[0.5(4g + -10)] Reorder the terms: A = (3 + g)[0.5(-10 + 4g)] A = (3 + g)[(-10 * 0.5 + 4g * 0.5)] A = (3 + g)[(-5 + 2g)] Multiply (3 + g) * [-5 + 2g] A = (3[-5 + 2g] + g[-5 + 2g]) A = ([-5 * 3 + 2g * 3] + g[-5 + 2g]) A = ([-15 + 6g] + g[-5 + 2g]) A = (-15 + 6g + [-5 * g + 2g * g]) A = (-15 + 6g + [-5g + 2g2]) Combine like terms: 6g + -5g = 1g A = (-15 + 1g + 2g2) Solving A = -15 + 1g + 2g2 Solving for variable 'A'. Move all terms containing A to the left, all other terms to the right. Simplifying A = -15 + 1g + 2g2
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