Transcription of Inverse Trigonometric Functions
{{id}} {{{paragraph}}}
Example: dental hygienist
Inverse Trigonometric Functions
Page 1 of 7 I. Four Facts About Functions and Their Inverse Functions : 1. A function must be one-to-one (any horizontal line intersects it at most once) in order to have an Inverse function. 2. The graph of an Inverse function is the reflection of the original function about the linexy . 3. If ),(yxis a point on the graph of the original function, then ),(xy is a point on the graph of the Inverse function. 4. The domain and range of a function and it s Inverse are interchanged. II. Illustration of the Four Facts for the Cosine Function: Background: The regular cosine function for x, is not one-to-one since some horizontal lines intersect the graph many times. (See how the horizontal line 1 y intersects the portion of the cosine function graphed below in 3 places.)
Inverse Trigonometric Functions y x y x y 1 y cosx 2S 2S y cos 1 x. ... periodic and equals this value twice each and every period. However, for the function we are looking for the answer in the restricted range. From the above work, we know the range of ... Created Date: 4/18/2014 10:47:54 AM ...
Loading..
Tags:
Information
Domain:
Source:
Link to this page:
Please notify us if you found a problem with this document:
Related search queries
Date, Period, Inverses, Inverses and Transformations of Exponential and Logarithmic, Practice Quiz - Functions Date Period, Function, Date Period, Inverses of Logarithms Date Period, Inverses of Logarithms Date_____ Period, Function Inverses Date Period, Function Inverses Date_____ Period, Function Inverses Date, Name: Date, Inverses of Logarithms