6162 A polar graph of r = f( ) is given over the statedinterval. Sketch the graph of(a)

Chapter 10, Problem 61

(choose chapter or problem)

A polar graph of $r=f(\theta)$ is given over the stated interval. Sketch the graph of

(a) $r=f(-\theta)$

(b) $r=f\left(\theta-\frac{\pi}{2}\right)$

(d) $r=-f(\theta)$

$0 \leq \theta \leq \pi / 2$

Equation Transcription:

$r=f(\theta{})$

$r=f(-\theta{})$

$r=f(\theta{}-\frac{\pi{}}{2})$

$r=f(\theta{}+\frac{\pi{}}{2})$

$r=-f(\theta{})$

$0\leq{}\theta{}\leq{}\pi{}/2$

Text Transcription:

r=f(theta)

r=f(-theta)

r=f(theta-pi/2)

r=f(theta+pi/2)

r=-f(theta)

0 leq theta leq pi/2

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