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Simplifying i(z2) + -1(2sqrt(2)) * z + -2(sqrt(3)) = 0 Multiply i * z2 iz2 + -1(2sqrt(2)) * z + -2(sqrt(3)) = 0 Reorder the terms for easier multiplication: iz2 + -1(2 * 2qrst) * z + -2(sqrt(3)) = 0 Multiply 2 * 2 iz2 + -1(4qrst) * z + -2(sqrt(3)) = 0 Remove parenthesis around (4qrst) iz2 + -1 * 4qrst * z + -2(sqrt(3)) = 0 Multiply -1 * 4 iz2 + -4qrst * z + -2(sqrt(3)) = 0 Multiply qrst * z iz2 + -4qrstz + -2(sqrt(3)) = 0 Reorder the terms for easier multiplication: iz2 + -4qrstz + -2(3qrst) = 0 Remove parenthesis around (3qrst) iz2 + -4qrstz + -2 * 3qrst = 0 Multiply -2 * 3 iz2 + -4qrstz + -6qrst = 0 Reorder the terms: iz2 + -6qrst + -4qrstz = 0 Solving iz2 + -6qrst + -4qrstz = 0 Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Add '6qrst' to each side of the equation. iz2 + -6qrst + 6qrst + -4qrstz = 0 + 6qrst Combine like terms: -6qrst + 6qrst = 0 iz2 + 0 + -4qrstz = 0 + 6qrst iz2 + -4qrstz = 0 + 6qrst Remove the zero: iz2 + -4qrstz = 6qrst Add '4qrstz' to each side of the equation. iz2 + -4qrstz + 4qrstz = 6qrst + 4qrstz Combine like terms: -4qrstz + 4qrstz = 0 iz2 + 0 = 6qrst + 4qrstz iz2 = 6qrst + 4qrstz Divide each side by 'z2'. i = 6qrstz-2 + 4qrstz-1 Simplifying i = 6qrstz-2 + 4qrstz-1
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