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Find the exact value of each
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sin(sec^-1(pi)x)
Change \(\sec\) to be in terms of \(\cos\)
So sec is hyp/adj
so 1/pi(x) is cos?
no, \(\sec = 1/\cos\)
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1/1/pi(x)?
hold on... let's draw a triangle...
k
|dw:1392343852528:dw|
|dw:1392343895054:dw|
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so we know a =1 and c=pi(x)?
\[ \theta = \sec^{-1}(\pi x) \]
So \[ \sec(\theta) = \frac{\pi x}{1} \]
|dw:1392344025250:dw|
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