1. The curve r = 2 cos(3θ) is a calculus flower with 3 petals. Find the area contained in the flower. A.) π B.) π C.) π D.) π E.) π F.) 2π 2 2. Determine whether the sequence converges or diverges. If it converges find its sum.

Σ∞ n=0 1 + 2 n 6 n A.) 1/3 B.) 1/2 C.) 7/10 D.) 3/2 E.) 27/10 F.) Series is divergent

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