Let R be the region in the xy-plane bounded by the curves y=m2and 19:533. Which of the following represents the double integral [A ay) 03A an y) : 605(2: + y) of over the region R when expressed as a type H region? 1 1 f / 605(3: + y) dandy 0 0 1 W f / (303(33 + y) dmdy 0 v? 0a) Obi \fQuestion 4 (2 points) Consider the double integral 3V2/2 9-y2 f(x, y) dx dy . o y Which of the following corresponds to this double integral in polar coordinates? Hint: scketch the region of integration, and then use it to convert the region and the integral to polar coordinates. O a) f(r cos 0, r sin 0) r de dr O b) 3 7T f(r cos 0, r sin !) r de dr 0 J 37 /4