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Evaluate DV, a > 0, Where R Is the Right

Question 74

Multiple Choice

Evaluate $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$ dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x² + y² $\le$ b, b > 0 and -3 $\le$ z $\le$ 5 by using cylindrical coordinates.

A) 4 $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$ ln $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$
B) 8 $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$ ln $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$
C) 4 $\pi$ ln $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$
D) 8 $\pi$ ln $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$
E) 2 $\pi$ ln $Evaluate dV, a > 0, where R is the right circular cylinder consisting of all points (x, y, z) satisfying x2 + y2 \le b, b > 0 and -3 \le z \le 5 by using cylindrical coordinates. A) 4 ln B) 8 ln C) 4 \pi ln D) 8 \pi ln E) 2 \pi ln$

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