SOLUTION: please help me solve this equation: cosx-siny/cosy+sinx + cosy-sinx/cosx+siny , x=arctan1/2018 and y=arctan2017/2019

Algebra.Com
Question 1167093: please help me solve this equation: cosx-siny/cosy+sinx + cosy-sinx/cosx+siny , x=arctan1/2018 and y=arctan2017/2019
Found 2 solutions by Alan3354, ikleyn:
Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
please help me solve this equation: cosx-siny/cosy+sinx + cosy-sinx/cosx+siny , x=arctan1/2018 and y=arctan2017/2019
======================
Solve for what?
x & y are given.

Answer by ikleyn(52890)   (Show Source): You can put this solution on YOUR website!
.

1.   There is no any equation in your post.


2.   Hey,  if you don't even know terminology  (standard elementary terms)  and do not understand what you are asking about,

      then there is no any sense to discuss the subject with you.



RELATED QUESTIONS

please help me solve this equation: cosx-siny/cosy+sinx + cosy-sinx/cosx+siny ,... (answered by ikleyn)
please help me solve this equation: cosx-siny/cosy+sinx + cosy-sinx/cosx+siny ,... (answered by ikleyn)
verify the trigonometric identity:... (answered by stanbon)
Hey Given that sinx(cosy + 2siny) - cosx(2cosy-siny) = 0, find the value of tan(x+y) (answered by Edwin McCravy)
if [(cosx)^4/(cosy)^2]+[(sinx)^4/(siny)^2=1 then prove that... (answered by tommyt3rd)
Given that sinx = 3/5 and cosy = 7/25, with x and y both being Quadrant I angles, find... (answered by ikleyn)
Cos4x-cos4y=8(cosx-cosy)(cosx+cosy)(cosx-siny)(cosx+cosy) (answered by Alan3354)
If x is in the first and y is in the second quadrant, sin = 24/25, and sin y = 4/5, find... (answered by Edwin McCravy)
cscy siny / sec y =... (answered by mananth)