Please write clear so I can see the step thank you

Home Tools MTH 204 Exam 12 x (20) 7. Consider the region enclosed on the top by the top half of the circle (a semicircle) x + y =4 (where y 2 0), on the bottom by the line x+ 2y =-2, on the right by the line x = 2. ADS a. Draw this region on a well-labeled graph. b . Write formulas for all the necessary integrals to compute the centroid of this region. You do not need to evaluate those integrals in this step. You do need to label those integrals carefully so I know that you know what they calculate. C. Evaluate all your integrals in part (b) using a device (smartphone app, computer webpage, or calculator), reporting your answers accurate to 3 decimal places. Use those evaluations to compute the centroid, with your answers accurate to 1 decimal place. Finish this part with a good sentence describing where the centroid is located. Please note that I want approximations, not exact answers. I Sho d. Place the centroid on your well-labeled graph. 3.07 FORMULAS: m = pl [f (x) - 8(x)] dx M, = pl x [f (x) - 8(x) ] dx M. = PUT ( f ( x)) -(8(x))2 dx