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Simplifying h = -5(t + -5)(t + 2) Reorder the terms: h = -5(-5 + t)(t + 2) Reorder the terms: h = -5(-5 + t)(2 + t) Multiply (-5 + t) * (2 + t) h = -5(-5(2 + t) + t(2 + t)) h = -5((2 * -5 + t * -5) + t(2 + t)) h = -5((-10 + -5t) + t(2 + t)) h = -5(-10 + -5t + (2 * t + t * t)) h = -5(-10 + -5t + (2t + t2)) Combine like terms: -5t + 2t = -3t h = -5(-10 + -3t + t2) h = (-10 * -5 + -3t * -5 + t2 * -5) h = (50 + 15t + -5t2) Solving h = 50 + 15t + -5t2 Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Simplifying h = 50 + 15t + -5t2
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