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There are values of t so that cos t = 5/4. True or false. Please explain. Thank you!
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cosine function only gives values between -1 and 1
oh ok so that would make it false then?
yes |dw:1415073556468:dw| \[\cos t= \frac AH\] if cosine is 5/4 that mean the hypotenuse is shorter than one of the legs
ok I see so what would 5/4 apply to then if it is not cosine?
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since hypotenuse is always the longest side sin and cos have to be between -1 and 1. tan and cot can be any value secant and co-secant have to be \(\ge1\) .... (or \(\le-1\))
Thanks for your help and time. I now have a better understanding. Thanks!
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