You will use Gauss's Law to calculate the electric field inside an insulating sphere of radius R constant charge density ?-Qotal/Vtotal uniformly distributed throughout the sphere. Step 1: Find the...

You will use Gauss's Law to calculate the electric field inside an insulating sphere of radius R constant charge density ?-Qotal/Vtotal uniformly distributed throughout the sphere. Step 1: Find the charge enclosed by a spherical Gaussian surface of radius r Step 2: Calculate the line integral $E-da for the spherical Gaussian surface of radius Step 3: Set the result of your surface integral equal to the amount of charge within the Gaussian surface divided by the emissivity constant. Step 4: Solve for E. Confirm that your answer agrees with the solution, written on the board.