Obviously, when x is an odd multiple of = 2, y = tan (x) has a vertical gradient (undefined ). in addition, the symmetry of the image indicates that tan (x) is an odd function of x.
Function images of y = sec (x), y = csc (x), and y = cot (x) are also worth learning, 2-20, Fig 2-21, and fig 2-22.
Inflection point of the arc cosine curve (symmetric center of the same curve): the tangent slope of this point is 1 inflection point.
| Image and features of the arc sine curve |
Arccosine curve images and features |
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Inflection point (symmetric center of the same curve): the tangent slope of this point is 1
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Inflection point (symmetric center of the same curve ): The tangent slope of this point is-1. |
| Arc tangent curve image and features |
Image and features of inverse tangent curves |
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| Inflection point (symmetric center of the same curve): the tangent slope of this point is 1 |
Inflection point: The tangent slope of this point is-1. |
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Nearline: |
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Arc cut curve |
Reverse cut curve |
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Trigonometric function Image