Graph the curves r equals 4 plus 8 cosine theta and r equals 4 plus 8 sine theta.

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Here are some related questions you might find interesting:

1. How do polar coordinates differ from Cartesian coordinates?
2. What are common applications of polar coordinates in real life?
3. Can you explain how to convert polar equations to Cartesian form?
4. How do sine and cosine functions affect the shape of polar graphs?
5. What other types of curves can be graphed using polar coordinates?

**Tip:** When graphing polar equations, pay attention to symmetry, as it can simplify your work and help in understanding the curve's behavior.

Explore how to graph the polar equations r = 4 + 8cos(theta) and r = 4 + 8sin(theta) with detailed explanations and visual examples. Learn about polar coordinates, trigonometric functions, and their impact on the shape of polar graphs. Suitable for advanced high school students and enthusiasts of polar coordinate graphing.

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