### Description of the Diagram:The diagram depicts a cross-section of two concentric spheres. The inner sphere is labeled "Insulator" and is surrounded by a "Metallic Shell." There are two spheres:1. **Insulator (Inner Sphere)** - Radius: 2 cm - Charge: -6 μC - It has a uniform volume charge density.2. **Metallic Shell (Outer Sphere)** - Inner Radius: 4 cm - Outer Radius: 8 cm - Net Charge: -6 μC### Problem Description:An insulating sphere with a radius of 2 cm and a charge of -6 μC is enclosed by a spherical metallic shell. The metallic shell has an inner radius of 4 cm and an outer radius of 8 cm, with a net charge of -6 μC. The insulating sphere maintains a uniform volume charge density.**Question:** What is the electric field (E field) at a distance of 2.6 cm from the center of the insulating sphere?

Insulator Metallic Shell An insulating sphere of radius 2 cm and charge -6 uC is surrounded by a spherical metallic shell of inner radius 4 cm and outer radius 8 cm. The outer shell has a net charge of -6 uC. The insulating sphere has a uniform volume charge density. What is the E field at 2.6 cm from the center of the insulating sphere?

Insulator Metallic Shell An insulating sphere of radius 2 cm and charge -6 uC is surrounded by a spherical metallic shell of inner radius 4 cm and outer radius 8 cm. The outer shell has a net charge of -6 uC. The insulating sphere has a uniform volume charge density. What is the E field at 2.6 cm from the center of the insulating sphere?