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4-77.

If $f$ is an odd function and $g ( x ) = \int _ { 0 } ^ { x } f ( t ) d t$ , evaluate:
Hint (a):
Sketch the graph of the odd function, $f(t)$ .
1. $g(–3)$
2. $2 · g(–7)$
3. $g(9) + g(–9)$
If $f$ is an even function and $g ( x ) = \int _ { 0 } ^ { x } f ( t ) d t$ , evaluate:
Hint (b):
Sketch the graph of the even function, $f\left(t\right)$ .
1. $g(–3)$
2. $2 · g(–7)$
3. $g(9) + g(–9)$

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Continuous linear function labeled, f of t, starting at the origin, turning horizontal at the point (4, comma 4), continuing to the right.

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