Check my answer please ! Find the approximate angle measure of the following: cos-1 (¼) A. 25º >C. 90º< B. 75º D. 15º
Im not sure exactly how to explain it. Do you have a scientific calculator?
You want to find the angle of Cosine that has the ratio 1/4
Cosine A = 1/4 Where A stands for the angle
C is wrong peach
Take the inverse of cosine for .25 cos-1(.25) =
To summarize a bit: We are given: "The cosine of Angle A is 1/4." We are to find the angle, A. We write angle A as follows:\[A=\cos ^{-1} \frac{ 1 }{ 4 }\]
or as you already have:\[A=\cos ^{-1} 0.25\]
@peachbubs: Have you done this kind of work before? Do you want the angle A in degrees or in radians?
do you know where to find the key on your calculator that will find the inverse cosine of a given cosine ratio (1/4)?
Peachie: Please, pretty please, let those helping you know if you're going to log off OpenStudy in the middle of a discussion. Thanks.
Sorry, nobody was answering my question when I was online and I thought I closed it before logging. I need an answer in degrees and I'm not entirely familiar with things like this, no. Is cosh the inverse of cosine ?
I've given you considerable info already. Have you actually read through that info (above)? If so, please answer my question about functions that your calculator can evaluate. Your calculator likely has a MODE key; find it, and set your calculator to DEGREES mode.
I found this out not long after saying I didn't know how to figure it out, but I have the answer now ! Thank you very much. uvu
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