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Find all solutions in the interval [0, 2pi) (Give me time to write it out.)
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\[\sin x \div 2 + cosx -1 =0\]
\[\sin(\frac{x}{2}) + \cos(x) -1=0\] ?
Yeah, how do you make the fraction bar like that? I can only seem to make the 2nd grade one.
In the equation editor, type frac{numerator}{denominator}
Okay\[\frac{4}{3}\] Sweet.
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But back to the question!
I'm gonna mull it over while eatin' dinner. If it's not answered when I come back, I'll give it a shot.
Okay! I had cheeseburgers for dinner, just so you're informed...
I'm jealy.
I know. But go enjoy your dinner.
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