This section summarizes other inverse trigonometric functions. Here, we discuss in more detail the other two most common inverse trigonometric functions—the inverse cosine and the inverse tangent. The inverses for the reciprocal functions are briefly mentioned as well.

The cosine function is uniquely defined (in the sense that it does not repeat itself) on the interval . Consequently, on this interval the cosine has an inverse function denoted as *y* = arccos*x* or *y* = cos^{–1}*x*. Because the cosine can be equal to values only from –1 to +1, the domain of the inverse cosine (i.e., ...

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