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Q6: Find a first-degree polynomial function P<sub>1</sub> whose
Q9: Given the vector v and its initial
Q11: Write an integral that represents the area
Q12: Find an equation in cylindrical coordinates for
Q12: The figure is the vertical side of
Q13: Find the mass and moments of inertia
Q14: Use the Alternating Series Test (if possible)
Q17: Find an equation in rectangular coordinates for
Q17: Find the gradient of the function at
Q18: Evaluate the iterated integral below. Note that