This is not the document you are looking for? Use the search form below to find more!

Report

# Lesson 17: Inverse Trigonometric Functions

Document Description
Lesson 17: Inverse Trigonometric Functions
File Details
Submitter
• Name: seijun
Embed Code:

Related Documents

## Lesson 16: Inverse Trigonometric Functions

by: bailey, 66 pages

Lesson 16: Inverse Trigonometric Functions

## Derivatives of Inverse Trigonometric Functions

by: nishagoyal, 3 pages

Here, are the formulae of derivatives of inverse trigonometric functions and we represent the inverse for trigonometric functions by ‘arc’ of the function f(x): 1. Derivative of inverse ...

## Inverse Trigonometric Functions

by: math_edutireteam, 3 pages

The inverse trigonometric functions (occasionally called cyclometric functions[1]) are the inverse functions of the trigonometric functions with suitably restricted domains. The notations ...

## Inverse Trigonometric Functions

by: tutorciecleteam, 4 pages

Before we study about inverse trig functions, it is important for us to know some of the basics about trigonometry. The word trigonometry itself defines its meaning as the first part of the word ...

## Inverse Trigonometric Function

by: tutorciecleteam, 4 pages

In mathematics, the inverse trigonometric functions (occasionally called cyclometric functions) are the inverse functions of the trigonometric functions with suitably restricted domains . The ...

## Inverse Trig Functions

by: edurite_team, 3 pages

In mathematics, the inverse trigonometric functions (occasionally called cyclometric functions[1]) are the inverse functions of the trigonometric functions with suitably restricted domains .The ...

## Inverse Trigonometric Function

by: math_edutireteam, 3 pages

The inverse trigonometric functions (occasionally called cyclometric functions[1]) are the inverse functions of the trigonometric functions with suitably restricted domains. The notations ...

## Inverse trig Functions

by: tutorciecleteam, 4 pages

Before we study about inverse trig functions, it is important for us to know some of the basics about trigonometry. The word trigonometry itself defines its meaning as the first part of the word ...

## How To Do Trigonometric Functions

by: nishagoyal, 4 pages

The trigonometric functions are very important in technical subjects like science, engineering, architecture, and even medicine. You will come across trig functions all the time and you are ...

## Trigonometric Functions

by: tutorciecleteam, 4 pages

The Trigonometric Functions which are used in the math are those functions which are applied on any angle. The trigonometric functions are used to establish the relationship between the angles of any ...

Content Preview
Section 3.5Inverse TrigonometricFunctionsV63.0121, Calculus IMarch 11–12, 2009AnnouncementsGet half of your unearned ALEKS points back by March 22What functions are invertible?In order for f−1 to be a function, there must be only one a in Dcorresponding to each b in E.Such a function is called one-to-oneThe graph of such a function passes the horizontal line test:any horizontal line intersects the graph in exactly one point if atall.If f is continuous, then f−1 is continuous.OutlineInverse Trigonometric FunctionsDerivatives of Inverse Trigonometric FunctionsArcsineArccosineArctangentArcsecanty = xarcsinThe domain of arcsin is [−1, 1][]πThe range of arcsin is − π ,2 2arcsinArcsin is the inverse of the sine function after restriction to[−π/2, π/2].yxsin−π−π22y = xarcsinThe domain of arcsin is [−1, 1][]πThe range of arcsin is − π ,2 2arcsinArcsin is the inverse of the sine function after restriction to[−π/2, π/2].yxsin−π−π22arcsinThe domain of arcsin is [−1, 1][]πThe range of arcsin is − π ,2 2arcsinArcsin is the inverse of the sine function after restriction to[−π/2, π/2].yy = xxsin−π−π22y = xarcsinArcsin is the inverse of the sine function after restriction to[−π/2, π/2].yarcsinxsin−π−π22The domain of arcsin is [−1, 1][]πThe range of arcsin is − π ,2 2arccosy = xThe domain of arccos is [−1, 1]The range of arccos is [0, π]arccosArccos is the inverse of the cosine function after restriction to [0, π]ycosx0πarccosy = xThe domain of arccos is [−1, 1]The range of arccos is [0, π]arccosArccos is the inverse of the cosine function after restriction to [0, π]ycosx0πarccosThe domain of arccos is [−1, 1]The range of arccos is [0, π]arccosArccos is the inverse of the cosine function after restriction to [0, π]yy = xcosx0πDocument Outline
• Announcements
• Inverse Trigonometric Functions
• Derivatives of Inverse Trigonometric Functions
• Arcsine
• Arccosine
• Arctangent
• Arcsecant

Lesson 17: Inverse Trigonometric Functions

Share Lesson 17: Inverse Trigonometric Functions to:

example:

http://myblog.wordpress.com/
or
http://myblog.com/

Share Lesson 17: Inverse Trigonometric Functions as:

From:

To:

Share Lesson 17: Inverse Trigonometric Functions.

Enter two words as shown below. If you cannot read the words, click the refresh icon.

Share Lesson 17: Inverse Trigonometric Functions as:

Copy html code above and paste to your web page.