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DEFINITION. Example. A function is called an antiderivative of if. Let: Find the an antiderivative. Can we find another one??. Example. Let: Find an antiderivative. Sec4.9: ANTIDERIVATIVES. F091. F092. F101. - PowerPoint PPT Presentation
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1
Let:
Find the an antiderivative
Example
2)( xxf
)(xF
Let:
Find an antiderivative
Example
nxxf )(
)(xF
A function is called an
antiderivative of if
DEFINITION
)(xF
)(xf
)()(' xfxF Can we find another one??
2
F091
Sec4.9: ANTIDERIVATIVES
F092
5
)( :Find xF
6
F101
Sec4.9: ANTIDERIVATIVES
The graph of a function is given in Figure 3. Make a rough sketch ofan antiderivative , given that F(0)=2.
Sec4.9: ANTIDERIVATIVES
11
F101
12
F101