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electrostatics
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ENGG 1301 2018-2019 Term 2 Assignment 1 Submission deadline: 5pm, 28 January 2019 Answer all questions. Show all steps of your derivations and reasoning. Question 1 (10 points) A force of 500 N exists between two identical point charges separated by a distance of 40 cm, Calculate the magnitude of the two point charges. Question 2 (10 points) An attractive force of 1500 N exists between a +900 nC charge and another charge. The two charges are separated by 50 mm. What is the magnitude and sign of the other charge? Question 3 (10 points) What is the electric flux through a sphere of radius 4m that contains a a) +50 μC b) - 50 μC charge at its center? Question 4 (10 points) An insulating sphere of radius 2.0 m contains +50 μC of electric charge uniformly distributed throughout the volume of the sphere. a) What is the electric field 1.5 m away from the center of the sphere? b) What is the volume charge density? c) What is the electric field 3.0 m away from the center of the sphere? Question 5 (10 points) The following figure shows a parallel-plate capacitor with a plate area 9.99 cm^2 and plate separation d=4.5 mm. The top half of the gap is filled with material of dielectric constant ε 1 = 10.0; the bottom half is filled with material of dielectric constant ε 2 = 13.0. What is the capacitance?
Question 6 (10 points) A potential difference of 6.00 nV is set up across a 5.00 cm length of copper wire that has a radius of 3.00 mm. How much charge drifts through a cross section in 8.00 ms? (The resistivity of copper is 1.69×10−^8 Ω·m) Question 7 ( 10 points) A cube of edge length 2.9 m is inside a region of a uniform electric field(shown below). What is the electric flux through the front face if the electric field, in newtons per coulomb, is given by a) 6i b) - 6 i + 5k c) what is the total flux through the cube for each of the above fields Question 8 (10 points) At what distance along the central perpendicular axis of a uniformly charged thin plastic disk of radius 0.6 m is the magnitude of the electric field equal to one third the magnitude of the field at the disk’s center? Question 9 (20 points)