theta where 0 degrees le theta < 360 degrees , to the nearest tenth of a degree
Sorry, but something seems missing from your problem statement. Exactly what are you looking for?
\[1. \cos \theta = 0.5563 \]
hmm the who? that reads like \(\bf \theta=?\qquad 0\le \theta< 360^o\) which hmm leaves us in the lurch
?
Sorry let me rewrite the question
well, you can always just take the inverse function of it and get the angle out \(\bf csc(\theta)=3.2745\implies csc^{-1}[csc(\theta)]=csc^{-1}(3.2745) \\ \quad \\ \theta=csc^{-1}(3.2745)\)
hmmmm lemme see if I can rephrase that some
\(\bf csc(\theta)=3.2745\implies \cfrac{1}{sin(\theta)}=3.2745 \\ \quad \\ \cfrac{1}{3.2745}=sin(\theta)\implies sin^{-1}\left( \cfrac{1}{3.2745} \right)=sin^{-1}[sin(\theta)] \\ \quad \\ sin^{-1}\left( \cfrac{1}{3.2745} \right)=\theta\)
hmm it'd be easier if you post a screenshot of the material so we can see what's being asked :)
i'll try that :)
Please post just one question at a time. Having to read through an entire conversation looking for the problem at hand consumes precious time. Thank you.
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