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5.6_bzat4e

# 5.6_bzat4e - Y= 2 sin 2x Using a Function to Graph Its...

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Section 5.6 Graphs of Other Trigonometric Functions

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The Graph of y=tan x

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Graphing Variations of y=tan x

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Two Examples of Variation of the y= tan x Graphs

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Example Graph the following equation: y= - tan 2x
Example Graph the equation y=tan x - 2 π ÷

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The Graph of y=cot x

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Graphing Variations of y=cot x

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Example Graph the following equation: y= - cot x 2 π
Example ( 29 Graph the equation y=cot x - π

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Example Graph the equation y=2cot x+ 4 π ÷
The Graphs of y=csc x and y=sec x

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Graphing Variations of y=csc x and y = sec x

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Unformatted text preview: Y= 2 sin 2x Using a Function to Graph Its Inverse Using a Function to Graph Its Inverse Example First graph y=sin 2x then graph its reciprocal function. Example First graph y=2cos 2 x then graph its reciprocal function. π The Six Curves of Trigonometry (a) (b) (c) (d) This is the graph of which function? f(x)=csc x f(x)=cot x f(x)= cot x f(x)=-sec x-(a) (b) (c) (d) Find the reciprocal cosecant or secant function for the given graph. 3 csc x 3 csc 2x 3 csc 4x 3 sec 2x...
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5.6_bzat4e - Y= 2 sin 2x Using a Function to Graph Its...

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