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Solve. sin^3x+sinx*sin2x-cos^3x=0
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You'll need a common angle between all the trig functions. what makes the most sense: x, 2x, or 3x?
Probably x.
It's sin^3(x) not sin3x.
\[\huge{\sin^3x+sinx*\sin2x - \cos^3x} ?\]
Exactly. :)
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You'll still have to break the sin2x into some combination of sinx with half angle identity
Thought of that too, I'll try and see what happens. Thank you for the idea!
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