A polar equation describes a curve on the polar grid. The graph of a polar equation can be evaluated for three types of symmetry, as shown in Figure 6.2.2. Figure 6.2.2: (a) A graph is symmetric with respect to the line θ = π 2 (y-axis) if
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How to Graph Circular Polar Equations. Step 1: Given a polar equation of the form {eq}r=a {/eq} for some number {eq}a {/eq}, draw the circle centered at the origin with radius {eq}|a| {/eq}.If a
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If we wanted to move the dot to the 30° line, while maintaining our distance of 5 units from the origin (the blue dot), we could simply express it as (5,30°) or (5,𝝅/6) in polar coordinates. If we were to express it in rectangular coordinates, the
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