Quesiton:
Represent the root(s) of $\sin x=\cos x+\tan x$ as length on rectangular coordinate.
For example, if $x=2$, you represent it as "the length between $(0,0)$ and $(2,0)$".
How can I solve this?
Quesiton:
Represent the root(s) of $\sin x=\cos x+\tan x$ as length on rectangular coordinate.
For example, if $x=2$, you represent it as "the length between $(0,0)$ and $(2,0)$".
How can I solve this?