(10 points) Let 5 be a thin plate in R2 whose mass density, 5 is the distance from the origin. Assume that the plase is bounded by both 2y4 and 22x20-y22. Suppose that hat(F)=cx,2x>. Assume that a particle in the vector field is located at the point (4,3) when t=0.You must show your mork clearly and use concepts you have learned in Math1D. If vou don't include all the limits needed, you don't get credith. This is a final assessment that munt be done with YOI(A) Write [Do NOT sempote] integral(s) in dady to find the average mass density of 1(selution)(6) Use Fuler's method with step sive 0.5 to approaimate the location of the particle (visiation)(C) Can you find the particle's exact speed at time t=0 without finding the exact location at any t? laplain briefly why or why not. If yes, find it. frelurion)