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Simplifying (3 + -1h)(3 + -1h) + (5 + -1k)(5 + -1k) = (r)(r) Multiply (3 + -1h) * (3 + -1h) (3(3 + -1h) + -1h * (3 + -1h)) + (5 + -1k)(5 + -1k) = (r)(r) ((3 * 3 + -1h * 3) + -1h * (3 + -1h)) + (5 + -1k)(5 + -1k) = (r)(r) ((9 + -3h) + -1h * (3 + -1h)) + (5 + -1k)(5 + -1k) = (r)(r) (9 + -3h + (3 * -1h + -1h * -1h)) + (5 + -1k)(5 + -1k) = (r)(r) (9 + -3h + (-3h + 1h2)) + (5 + -1k)(5 + -1k) = (r)(r) Combine like terms: -3h + -3h = -6h (9 + -6h + 1h2) + (5 + -1k)(5 + -1k) = (r)(r) Multiply (5 + -1k) * (5 + -1k) 9 + -6h + 1h2 + (5(5 + -1k) + -1k * (5 + -1k)) = (r)(r) 9 + -6h + 1h2 + ((5 * 5 + -1k * 5) + -1k * (5 + -1k)) = (r)(r) 9 + -6h + 1h2 + ((25 + -5k) + -1k * (5 + -1k)) = (r)(r) 9 + -6h + 1h2 + (25 + -5k + (5 * -1k + -1k * -1k)) = (r)(r) 9 + -6h + 1h2 + (25 + -5k + (-5k + 1k2)) = (r)(r) Combine like terms: -5k + -5k = -10k 9 + -6h + 1h2 + (25 + -10k + 1k2) = (r)(r) Reorder the terms: 9 + 25 + -6h + 1h2 + -10k + 1k2 = (r)(r) Combine like terms: 9 + 25 = 34 34 + -6h + 1h2 + -10k + 1k2 = (r)(r) Multiply r * r 34 + -6h + 1h2 + -10k + 1k2 = r2 Solving 34 + -6h + 1h2 + -10k + 1k2 = r2 Solving for variable 'h'. Combine like terms: r2 + -1r2 = 0 34 + -6h + 1h2 + -10k + 1k2 + -1r2 = 0 The solution to this equation could not be determined.
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