### Problem Description1. A solid insulating cylinder with positive uniform volume charge density \( \rho \) and radius \( a \), is surrounded by a thin-walled insulating cylindrical shell with negative uniform surface charge density \( -\sigma \) and radius \( b \). The two cylinders are coaxial (share the same central axis) and both have a length \( L \). Use the quantities given and a cylindrical Gaussian surface.### DiagramThe diagram illustrates a cross-sectional view of the described setup:- A solid inner cylinder with a labeled charge density \( \rho \).- An outer cylindrical shell labeled with charge density \( -\sigma \).- The inner cylinder is represented by a solid circle with radius \( a \).- The outer cylindrical shell is represented by a dashed circle with radius \( b \).### Questions1. Write an expression for the charge enclosed within region \( r < a \).2. Write an expression for the electric field within the region \( r < a \).3. Write an expression for the charge enclosed within the region \( a < r < b \).4. Write an expression for the electric field within the region \( a < r < b \).5. Write an expression for the charge enclosed within the region \( r > b \).

Given: Solid cylinder have positive uniform volume charge density=ρ Radius of the solid cylinder=a…

OA Solid insulatina Cylinder with positive uniform volume Charge density tP + radiusa, is surrounded bee a thin-walled insulativa Culindrical sell aith negative uniform sursace ehavge densi ty-o and radius b. The two culinders ave coaxial Ghare the Same central asis+ both have a lena th L. use the Quantities given + a culiverical Gaus Sian sur face.

OA Solid insulatina Cylinder with positive uniform volume Charge density tP + radiusa, is surrounded bee a thin-walled insulativa Culindrical sell aith negative uniform sursace ehavge densi ty-o and radius b. The two culinders ave coaxial Ghare the Same central asis+ both have a lena th L. use the Quantities given + a culiverical Gaus Sian sur face.