An aluminum spherical ball of radius 3.5 cm has charge of 3.5 #C.A copper spherical shell concentric with the aluminum ball, has an inner radius of 6.25 cm, outer radius of 8.5 cm and total charge of 10.5 HC. Because the only non-zero component of the electric field 1s radially directed, the electric field may be expressed as E = E; . 14%0 Part (a) What = the radial component of the electric field, in newtons pct - coulomb, at a distance of 1.5 cm from the center of the aluminum spherical ball? 14%0 Part () What is the radial component of the electric field, in newtons per coulomb, at distance of 5.6 cm from the center of the aluminum spherical ball? 140 Part (c) What is the radial component of the electric field, in newtons per coulomb; at a distance of 6.8 cm from the center of the aluminum spherical ball? 14%0 Part (d) What Is the radial component of the electric field , In newtons per coulomb; at a distance of 11.6 cm from the center of the aluminum spherical ball? 14%0 Part (e) How much charge, in microcoulombs is On the inner gurface of the spherical copper shell? 14% Part (0 How much charge microcoulombs_ is on the outer surface of the spherical copper shell? 149 Part (g) Which diagram best represents the radial cornponent of the electric field as function of the distance from the center of the aluminum sphere? The distances along the axes may not correspond exactly to the randomized numbers your version of the problem, but there Are four distinct corresponding regions with the game essential behavior