Section 15.2: Integration over general 2d regions
Exercise 18
Evaluate the double integral \(\iint_D (x^2 + 2y) dA\), where \(D\) is bounded by \(y = x, y = x^3, x \ge 0\).
Evaluate the double integral \(\iint_D (x^2 + 2y) dA\), where \(D\) is bounded by \(y = x, y = x^3, x \ge 0\).