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Title: Graphing secant and cosecant functions practice.pdf Author: GVUser Created Date: 1/8/2016 9:08:17 AM
Directions: Given each trigonometric graph, write ONE equation for a cosecant function and ONE equation for the secant function. Note there are multiple equations for each graph.
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6-6 Practice Worksheet Graphing Inverses of Trigonometric Functions State the domain and range of each relation. 1. y=Sinx y=sinx+l 3. y=cosx-1 ” 4. y = Cos -1x _. y = arcsin x 6. y = Tan -1x Write the equation for the inverse of each function. Then graph the function and its inverse. 7. y = Cos-1x 8. y = Tan -1(3x)..... Y_" _ ..... Y__ __ .....
10 wrz 2024 · Inverse of Cosecant Function, y = cosec-1 (x) cosec -1 (x) is the inverse function of cosec(x). Its domain is (-∞, -1] U [1, ∞) and its range is [-π/2, 0) U (0, π/2].
Let us discuss all six important types of inverse trigonometric functions, along with its definition, formulas, graphs, properties and solved examples. Arcsine Function. The arcsine function is an inverse of the sine function denoted by sin-1 x. It is represented in the graph as shown below.
How is the graph of inverse cosec (x) depicted? The graph of the inverse cosecant function, denoted as c o s e c − 1 (x) or a r c c s c (x), is not as commonly discussed as the graphs of inverse sine, cosine, or tangent. However, it's still an important function in trigonometry.
