To simplify the equation, we first factor out the common term of √2 from both terms on the left side:
√2(sin x - cos x) = √3
Next, we divide both sides by √2 to isolate the terms on the left side:
sin x - cos x = √3 / √2sin x - cos x = √6 / 2
Therefore, the simplified equation is sin x - cos x = √6 / 2.
To simplify the equation, we first factor out the common term of √2 from both terms on the left side:
√2(sin x - cos x) = √3
Next, we divide both sides by √2 to isolate the terms on the left side:
sin x - cos x = √3 / √2
sin x - cos x = √6 / 2
Therefore, the simplified equation is sin x - cos x = √6 / 2.