HOW DO YOU SEE IT The graph of is shown in the figure. The shaded region has an area of
Chapter 5, Problem 70(choose chapter or problem)
The graph of \(f\) is shown in the figure. The shaded region \(A\) has an area of 1.5, and \(\int_{0}^{6} f(x) d x=3.5\). Use this information to fill in the blanks.
(a) \(\int_{0}^{2} f(x) d x=\)
(b) \(\int_{2}^{6} f(x) d x=\)
(c) \(\int_{0}^{6}|f(x)| d x=\)
(d) \(\int_{0}^{2}-2 f(x) d x=\)
(e) \(\int_{0}^{6}[2+f(x)] d x=\)
(f) The average value of \(f\) over the interval \([0,6]\) is
Text Transcription:
f
A
\int_{0}^{6} f(x) d x=3.5
\int_{0}^{2} f(x) d x=
\int_{2}^{6} f(x) d x=
\int_{0}^{6}|f(x)| d x=
\int_{0}^{2}-2 f(x) d x=
int_{0}^{6}[2+f(x)] d x=
[0,6]
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