sec(39°) in terms of its cofunction
can you give me an example of what a cofunction is?
or the definition, whichever you prefer
@aaleena, I need to know if you understand that part of the question. Can you please respond so we can move forward?
if f(x) is a cofunction of g(x), then f(x) = g(90 - x) in degree mode f(x) = g(pi/2 - x) in radian mode
example: COsine is a CO-function of sine
which is why sin(x) = cos(90-x) and cos(x) = sin(90-x)
@aaleena , if you scroll down (underneath this comment) there is an empty box, then click the little blue "post" button under on the right
ok
yay! cool, so, now, do you understand the word cofunction?
I know the answer to this question which is csc 51 degree But don't know how to show the work.
ok, I can help you with that if you bear with me :)
ok
so, do you know the cofunction for secant?
cosecant
cosecant which is csc right?
yeppers
ok
ok, so now, unfortunately you have to memorize the identity here but if you look at jim's post, you will see the basic idea. Let me know if you understand his explanation for degrees
okay but where is Jim's post?
scroll up a little and you will se a guy with the username @jim_thompson5910
never mind ... I just found Jim's post
ok
okey dokey, so now, let me know if you understand the first part with "degree mode"
ok
yeah I can understand it
ok, so how we get between uses that, we have sec(39) In our cofunction, we can use csc(90-x) So, our x=39, can you substitute that into the cosecant for me please?
csc(90-39) = 51
yep, so that is how you get csc(51)
okay. I have another question how can I solve this sin 1/2
ok, make a new post. Close this question. Give someone a medal, then write a new question and tag me using the @ symbol and my username
ok
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