Why does $\cos(50+60) = \cos(115)$?
I understand that $\cos(x+y) = \cos(x)\cos(y) - \sin(x)\sin(y)$,
but I dont understand how to apply this formula in this question or if I use another method to figure it out.
Thanks
Why does $\cos(50+60) = \cos(115)$?
I understand that $\cos(x+y) = \cos(x)\cos(y) - \sin(x)\sin(y)$,
but I dont understand how to apply this formula in this question or if I use another method to figure it out.
Thanks
It doesn't. Quite simply put, $\cos(50 + 60) \ne \cos(115)$ (arguments in degrees). You're running into difficulty because you're trying to prove something that isn't correct.