Investigate the family of polar curves r = 1 + cos n where n is a
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Investigate the family of polar curves r = 1 + cosnθ where n is a positive integer. How does the shape change as n increases? What happens as n becomes large? Explain the shape for large n by considering the graph of r as a function of θ in Cartesian coordinates.
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Consider the polar curves r 1 cos e where n is a positive integer First let n be an even positive in...View the full answer
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