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4.6 Graphs of Other Trigonometric Functions csc, sec, tan, & cot PowerPoint PPT Presentation


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4.6 Graphs of Other Trigonometric Functions csc, sec, tan, & cot. Graphing csc and sec is done by graphing its reciprocal function first. v.s. = A = P = h.s. =. 3. 2. Graph y = 3 + 2 csc. + sin x. 5. 3. 1. x-axis. Draw vert. asy. Find the midpoint to locate y-axis.

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4.6 Graphs of Other Trigonometric Functions csc, sec, tan, & cot

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4 6 graphs of other trigonometric functions csc sec tan cot

4.6

Graphs of Other

Trigonometric Functions

csc, sec, tan, & cot

Graphing csc and sec is done by graphing its

reciprocal function first.


4 6 graphs of other trigonometric functions csc sec tan cot

v.s. =

A =

P =

h.s. =

3

2

Graph y = 3 + 2 csc

+ sin x

5

3

1

x-axis

Draw vert. asy.

Find the midpoint to locate y-axis.


4 6 graphs of other trigonometric functions csc sec tan cot

What is the range and domain of y?

Range:

Domain: To find the domain of csc x , set what comes

after csc =


4 6 graphs of other trigonometric functions csc sec tan cot

v.s = 2

h.s. =

y = 2 – 4 sec (4x - )

y = 2 – 4 sec 4(x - )

A = 4

P =

6

2

x-axis

-2


4 6 graphs of other trigonometric functions csc sec tan cot

Range:

To find the domain, set what comes after sec =


4 6 graphs of other trigonometric functions csc sec tan cot

y = - tan x

y = tan x

Range:

1

Domain: set

whatever is

after the tan =

-1


4 6 graphs of other trigonometric functions csc sec tan cot

y = -3 tan 2x

Plug in –1, 0 and 1 for k to find vertical asymptotes.

v.a.’s at

Range:


4 6 graphs of other trigonometric functions csc sec tan cot

y = cot x

Range:

Domain: set

whatever is

after the cot =

Plug in -1, 0, and 1 for k to find the v.a.’s

Period


Extra sinusoid

Extra Sinusoid


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