**43+ Sketch The Region Enclosed By The Given Curves And Find Its Area
Pictures**. The graphs of two functions are shown with the areas of the regions between the curves indicated. Therefore to solve the integral by hand you must split the integral into 2 parts.

Sketch the region enclosed by the given curves, and then find the area of the region: Hence, the integration can be done with respect to x. If you want good answer, do not forget to give best answers.

### Shade the region lies between the intersecting points of the curves.

I tried using 1/x as a b value but that just gave me an equation answer and the answer isn't an equation. Graph of x=2y^2 is plotted in red color and graph of x=4+y^2 is plotted in blue color. That's why i was having the fill with paint function of simple drawing software on my mind. Finding the area and volume of a region bounded by two curves.