SOLUTION: The following is a table complete the table (I'm wondering if I could just use a like trig circle the kind with the degree and radians and its equavlant in sine an cosine)

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Question 154250: The following is a table
complete the table (I'm wondering if I could just use a like trig circle the kind with the degree and radians and its equavlant in sine an cosine)
Sin Cos Tan Sec csc cot
0 degress | | | | | |
It wouldn't set each word set under the space in the chart but thats the jist of it.
I tried the circle but I'm confused as if there is more to go after that.
Answer by Edwin McCravy(20065) About Me  (Show Source):
You can put this solution on YOUR website!
The following is a table
complete the table (I'm wondering if I could just 
use a like trig circle the kind with the degree 
and radians and its equivalant in sine an cosine)

     sin   cos   tan   sec   csc   cot
0° |     |     |     |     |     |     |



Here is the best way to think of 0°. Pretend that 0° 
is a very small angle, like this:  



Yes we know that 0° is really closed all the way down to
the right side of the x-axis, but let's pretend it isn't 
closed all the way, and that it is like the above.  Now 
let's label x=1, y=0, and r=1, like this:



Now we just remember that

sin@ = y%2Fr=0%2F1=0
cos@ = x%2Fr=1%2F1=1
tan@ = y%2Fx=0%2F1=0
sec@ = r%2Fx=1%2F1=1
csc@ = r%2Fy=1%2F0=undefined
cot@ = x%2Fy=1%2F0=undefined

     sin   cos   tan   sec   csc   cot
0° |  0  |  1  |  0  |  1  |undef|undef|

Edwin