A vector field F has the property that the flux of F out of a small cube of side length 0.02 centered about the point (2,-3,-3) is 0.0025. Estimato div(F) at the point (2,-3,-3). div(F(2, 3,-3)) PART#B (1 point) A smooth vector field G has curl(G(0,0,0))=8i-9j+6k. Estimate the circulation around a circle of radius 0.01 centered at the origin in each of the following planes. (a) The xy-plane, oriented counterclockwise when viewed from the positive z-axis. Circulation D (b) The yz-plane, oriented counterclockwise when viewed from the positive x-axis Circulation (c) The xz-plane, oriented counterclockwise when viewed from the positive y-axis. Circulation R PART#C (1 point) A vector field F has the property that the flux of Finto a small sphere of radius 0.01 centered about the point (2, -4,1) is 0.0025. Estimate div(F) at the point (2,-4,1). div(F(2, -4,1)) COMMENTS: Please solve all parts this is my request because all part related to each of one it my humble request please solve all parts