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Our group will cover:
Page 1:
Exponential functions, and "e"
Inverse functions
Logarithms
Piecewise Functions
Page 2:
L'Hopital's Rule
Integration by Parts and Tabular Integration
Integrals of Partial Fractions
Glossary of terms.docx
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13 KB
This is a secret message and if you find it you get a cookie. Not really.
An Exponential Function takes the form: A^x, where A is a constant.
Parent graph of e^x
e: Euler's number:
2.71828182845904523536...
Why e?
Get a Voki now!
Form: a^b = c -----> log
a
c
=
b
Get a Voki now!
Definition of Inverse Functions.doc
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48 KB
Inverse function problems.doc
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21 KB
Inverse Functions of x^3 +c
Inverse Functions of x^2+c
Graphing Piecewise Functions
Piecewise Functions.isf
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86 KB
piecewise.doc
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60 KB
Review Questions.docx
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11 KB
Answers.docx
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Credits.docx
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Our group will cover:
An Exponential Function takes the form: A^x, where A is a constant.
Parent graph of e^x
e: Euler's number: 2.71828182845904523536...
Why e?
Get a Voki now!
Form: a^b = c -----> logac = b
Get a Voki now!
Inverse Functions of x^3 +c
Inverse Functions of x^2+c
Graphing Piecewise Functions