I've been working on a problem but I dont understand how to solve it. A Geiger counter detects radiation such as alpha particles by using the fact that the radiation ionizes the air along its path. A thin wire lies on the axis of a hollow metal cylinder and is insulated from it. A large potential difference is established between the wire and the outer cylinder, with the wire at higher potential; this sets up a strong electric field directed radially outward. When ionizing radiation enters the device, it ionizes a few air molecules. The free electrons produced are accelerated by the electric field toward the wire and, on the way there, ionize many more air molecules. Thus a current pulse is produced that can be detected by appropriate electronic circuitry and converted to an audible "click". The tube of a Geiger counter has a long, hollow, metal cylinder 2.00 cm in diameter. Along the axis of the tube is a wire 0.127 mm in diameter running its full length. When the tube is operating, a voltage of 850 V is applied between the two conductors. Find the electric field strength at the outer surface of the wire & the electric field strength at the inner surface of the cylinder. I was trying to use this eqn: E(r)=V/ln(b/a)*(1/r) where b=radius of the cylinder and a=radius of wire. Any help would be appreciated. Thank you.