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Simplifying 3(h + -1(-1k)) + 2(-3h + -4k) = equation Remove parenthesis around (-1k) 3(h + -1 * -1k) + 2(-3h + -4k) = equation Multiply -1 * -1 3(h + 1k) + 2(-3h + -4k) = equation (h * 3 + 1k * 3) + 2(-3h + -4k) = equation (3h + 3k) + 2(-3h + -4k) = equation 3h + 3k + (-3h * 2 + -4k * 2) = equation 3h + 3k + (-6h + -8k) = equation Reorder the terms: 3h + -6h + 3k + -8k = equation Combine like terms: 3h + -6h = -3h -3h + 3k + -8k = equation Combine like terms: 3k + -8k = -5k -3h + -5k = equation Solving -3h + -5k = aeinoqtu Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Add '5k' to each side of the equation. -3h + -5k + 5k = aeinoqtu + 5k Combine like terms: -5k + 5k = 0 -3h + 0 = aeinoqtu + 5k -3h = aeinoqtu + 5k Divide each side by '-3'. h = -0.3333333333aeinoqtu + -1.666666667k Simplifying h = -0.3333333333aeinoqtu + -1.666666667k
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