为了方便查看几个函数的关系图,记录一下几种三角函数的大致图像。
-
三角函数: tan ( x ) \tan(x) tan(x), cos ( x ) \cos(x) cos(x), sin ( x ) \sin(x) sin(x)。
-
三角函数: tan ( x 2 ) \tan(\dfrac{x}{2}) tan(2x), cos ( x 2 ) \cos(\dfrac{x}{2}) cos(2x), sin ( x 2 ) \sin(\dfrac{x}{2}) sin(2x)
-
三角函数: tan ( x 2 ) \tan(\dfrac{x}{2}) tan(2x), tan ( x 2 + 0.5 ) \tan(\dfrac{x}{2}+0.5) tan(2x+0.5), tan ( x 2 + 1 ) \tan(\dfrac{x}{2}+1) tan(2x+1)
-
三角函数: tan ( x 2 ) \tan(\dfrac{x}{2}) tan(2x), tan ( x 3 ) \tan(\dfrac{x}{3}) tan(3x), tan ( x 4 ) \tan(\dfrac{x}{4}) tan(4x)
-
三角函数: sin ( x 2 ) cos ( x 2 ) + 0.1 \dfrac{\sin(\dfrac{x}{2})}{\cos(\dfrac{x}{2})+0.1} cos(2x)+0.1sin(2x), sin ( x 2 ) cos ( x 2 ) + 0.5 \dfrac{\sin(\dfrac{x}{2})}{\cos(\dfrac{x}{2})+0.5} cos(2x)+0.5sin(2x), sin ( x 2 ) cos ( x 2 ) + 1 \dfrac{\sin(\dfrac{x}{2})}{\cos(\dfrac{x}{2})+1} cos(2x)+1sin(2x), sin ( x 2 ) cos ( x 2 ) + 1.1 \dfrac{\sin(\dfrac{x}{2})}{\cos(\dfrac{x}{2})+1.1} cos(2x)+1.1sin(2x)