Section 15.6: Triple Integration
Exercise 11
Evaluate the triple integral \(\iiint_E \frac{z}{x^2 + z^2} dV\), where \(E = \{(x, y, z) | 1 \le y \le 4, y \le z \le 4, 0 \le x \le z\}\).
Evaluate the triple integral \(\iiint_E \frac{z}{x^2 + z^2} dV\), where \(E = \{(x, y, z) | 1 \le y \le 4, y \le z \le 4, 0 \le x \le z\}\).