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Simplifying Cos(3x + -30) = Sin(7x + 50) Reorder the terms: osC(-30 + 3x) = Sin(7x + 50) (-30 * osC + 3x * osC) = Sin(7x + 50) (-30osC + 3osxC) = Sin(7x + 50) Reorder the terms: -30osC + 3osxC = inS(50 + 7x) -30osC + 3osxC = (50 * inS + 7x * inS) -30osC + 3osxC = (50inS + 7inxS) Solving -30osC + 3osxC = 50inS + 7inxS Solving for variable 'o'. Move all terms containing o to the left, all other terms to the right. Reorder the terms: -50inS + -7inxS + -30osC + 3osxC = 50inS + 7inxS + -50inS + -7inxS Reorder the terms: -50inS + -7inxS + -30osC + 3osxC = 50inS + -50inS + 7inxS + -7inxS Combine like terms: 50inS + -50inS = 0 -50inS + -7inxS + -30osC + 3osxC = 0 + 7inxS + -7inxS -50inS + -7inxS + -30osC + 3osxC = 7inxS + -7inxS Combine like terms: 7inxS + -7inxS = 0 -50inS + -7inxS + -30osC + 3osxC = 0 The solution to this equation could not be determined.
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