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Simplifying f(x) = cos(4x) + sqrt(3) * sin(4x) Multiply f * x fx = cos(4x) + sqrt(3) * sin(4x) Remove parenthesis around (4x) fx = cos * 4x + sqrt(3) * sin(4x) Reorder the terms for easier multiplication: fx = 4cos * x + sqrt(3) * sin(4x) Multiply cos * x fx = 4cosx + sqrt(3) * sin(4x) Remove parenthesis around (4x) fx = 4cosx + qrst * 3ins * 4x Reorder the terms for easier multiplication: fx = 4cosx + 3 * 4qrst * ins * x Multiply 3 * 4 fx = 4cosx + 12qrst * ins * x Multiply qrst * ins fx = 4cosx + 12inqrs2t * x Multiply inqrs2t * x fx = 4cosx + 12inqrs2tx Solving fx = 4cosx + 12inqrs2tx Solving for variable 'f'. Move all terms containing f to the left, all other terms to the right. Divide each side by 'x'. f = 4cos + 12inqrs2t Simplifying f = 4cos + 12inqrs2t
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