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Simplifying (1a) + (3b) + (10c) = 705 Solving (1a) + (3b) + (10c) = 705 Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Add '(-3b)' to each side of the equation. (1a) + (3b) + (-3b) + (10c) = 705 + (-3b) Combine like terms: (3b) + (-3b) = 0 (1a) + 0 + (10c) = 705 + (-3b) (1a) + (10c) = 705 + (-3b) Add '(-10c)' to each side of the equation. (1a) + (10c) + (-10c) = 705 + (-3b) + (-10c) Combine like terms: (10c) + (-10c) = 0 (1a) + 0 = 705 + (-3b) + (-10c) (1a) = 705 + (-3b) + (-10c) Divide each side by '1'. a = 705 + (-3b) + (-10c) Simplifying a = 705 + (-3b) + (-10c)
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