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Use a calculator to find the measure of acute angle theta to the nearest 10 minutes.
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\[\csc \theta=1.046\]
@iPwnBunnies
This is a similar situation like the last question. csc(theta) is the same as 1/sin(theta) Solve for sin(theta), then use arcsin function.
I'm confused :/
\[\csc(\theta) = \frac{1}{\sin \theta}\]
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am I right so far ...\[\sin \theta=0.9560\]
\[\frac{1}{\sin \theta} = 1.046\]
Correct, now use the arcsine function to figure out which angle has a sine of 0.9560.
\[\theta=\sin^{-1} 0.9560=72.9404\]
Correct.
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\[\theta=73degrees60\min\]
I'm not into minutes or seconds, sorry.
oh okay,thanks for the help. I really don't know what the final answer is because I'm trying to figure out the minutes.
Whoa, Idk what I just did. && Sorry man.
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