Question

2 3 4 ds Electric Field 2. Just like in question 1, a charged particle with charge qs 20 nC is placed at the origin. This is the "source particle". The charge on the source particle creates an electric field at every point in space around the particle. a. Use your answer in question la and the equation FE to determine the electric field vector (E) at position 1. Draw the electric field vector with its tail at position 1. What is the magnitude of the electric field at position 1? Don't forget the units! b. Now determine the electric field vector) at position 2. Draw the electric field vector with its tail at position 2. Give the magnitude of the electric field at position 2. Remember: the length of the electric field vector arrow is always proportional to the magnitude of the electric field. Determine the electric field vector at position 3 and at position 4. Draw the electric field vectors and give their magnitudes at these positions c. d. Pick a few other positions and draw the electric field vector at each of these positions. e. Give a general equation to calculate the magni'ude of E around a charged particle with charge 7s f. Look at your drawing. What does the electric field look like around a positively charged particle?

Answer 1