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Simplifying sin(13x) + cos(13x) = sqrt(2) * sin(17x) Remove parenthesis around (13x) ins * 13x + cos(13x) = sqrt(2) * sin(17x) Reorder the terms for easier multiplication: 13ins * x + cos(13x) = sqrt(2) * sin(17x) Multiply ins * x 13insx + cos(13x) = sqrt(2) * sin(17x) Remove parenthesis around (13x) 13insx + cos * 13x = sqrt(2) * sin(17x) Reorder the terms for easier multiplication: 13insx + 13cos * x = sqrt(2) * sin(17x) Multiply cos * x 13insx + 13cosx = sqrt(2) * sin(17x) Reorder the terms: 13cosx + 13insx = sqrt(2) * sin(17x) Remove parenthesis around (17x) 13cosx + 13insx = qrst * 2ins * 17x Reorder the terms for easier multiplication: 13cosx + 13insx = 2 * 17qrst * ins * x Multiply 2 * 17 13cosx + 13insx = 34qrst * ins * x Multiply qrst * ins 13cosx + 13insx = 34inqrs2t * x Multiply inqrs2t * x 13cosx + 13insx = 34inqrs2tx Solving 13cosx + 13insx = 34inqrs2tx Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '-13insx' to each side of the equation. 13cosx + 13insx + -13insx = 34inqrs2tx + -13insx Combine like terms: 13insx + -13insx = 0 13cosx + 0 = 34inqrs2tx + -13insx 13cosx = 34inqrs2tx + -13insx Divide each side by '13osx'. c = 2.615384615ino-1qrst + -1ino-1 Simplifying c = 2.615384615ino-1qrst + -1ino-1 Reorder the terms: c = -1ino-1 + 2.615384615ino-1qrst
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