Define a vector field as F(r)=[yzx] and define the path C as the path graphed below lying in the x-y plane starting at point (x,y,z)=(-2,0,0) and ending at (4,2,0).(The first part of the path is a half-circle) Parameterize path C via some r(t) and then evaluate the line integral CF*dr.(Hint: Divide path C into two sub-paths C1 and C2)For ease of grading, please box the answers to the two sub-path integrals separately, so that you can get credit for one of them even if the other one is incorrect.