1.) a.) The purple line divides the trapezoid in half, and is symmetric. Find the electric field at the yellow point. b.) Find the electric force if a test charge of 3q is placed at the yellow point. c.) Using the electric field we found from part a, what is the electric flux if the electric field is uniform over the trapezoid? d.) What is the electric potential at the yellow point? e.) What is the work to bring the charge of +3q to this point from an infinitely far distance? Note the direction of the Electric Field Lines from the yellow point to each charge. Keep track of direction for each component of each Electric Field.
1.) a.) The purple line divides the trapezoid in half, and is symmetric. Find the electric field at the yellow point. b.) Find the electric force if a test charge of 3q is placed at the yellow point. c.) Using the electric field we found from part a, what is the electric flux if the electric field is uniform over the trapezoid? d.) What is the electric potential at the yellow point? e.) What is the work to bring the charge of +3q to this point from an infinitely far distance? Note the direction of the Electric Field Lines from the yellow point to each charge. Keep track of direction for each component of each Electric Field.
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Exam practice #1
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Transcribed Image Text:-29
5m
LAT
53°
Exam 1 Practice
X
+q
3m
12m
+2q
+q
1.)
a.) The purple line divides the trapezoid in half, and is symmetric. Find the electric field at the
yellow point.
b.) Find the electric force if a test charge of 3q is placed at the yellow point.
c.) Using the electric field we found from part a, what is the electric flux if the electric field is
uniform over the trapezoid?
d.) What is the electric potential at the yellow point?
e.) What is the work to bring the charge of +3q to this point from an infinitely far distance?
Note the direction of the Electric Field Lines from the yellow point to each charge. Keep track of
direction for each component of each Electric Field.
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