A positive charge 6.0µC at X is 6cm away north of the origin. Another positive charge 6.0µC at Y is 6cm away south of the origin. Find the electric field at point P, 8cm away east of the origin (2 marks). Provide a diagram also indicating the electric field at P as a vector sum at the indicated location (1 mark). Calculate the electric force at P if a 5.0µC were placed there (1 mark). Calculate the electric force the stationary charges were doubled (1 mark). Derive an equation for the electric field at P if the stationary charge at X and Y are replaced by q,=q,, and q, = q, (1 mark). %3D y

University Physics Volume 2
18th Edition
ISBN:9781938168161
Author:OpenStax
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Chapter5: Electric Charges And Fields
Section: Chapter Questions
Problem 101P: In this exercise, you practice electric field lines. Make sure you represent both the magnitude and...
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A positive charge 6.0µC at X is 6cm away north of the origin. Another positive
charge 6.0µC at Y is 6cm away south of the origin. Find the electric field at
point P, 8cm away east of the origin (2 marks). Provide a diagram also indicating
the electric field at P as a vector sum at the indicated location (1 mark).
Calculate the electric force at P if a 5.0µC were placed there (1 mark).
Calculate the electric force the stationary charges were doubled (1 mark).
Derive an equation for the electric field at P if the stationary charge at X and Y
are replaced by q,=q,, and q, = q, (1 mark).
%3D
y
Transcribed Image Text:A positive charge 6.0µC at X is 6cm away north of the origin. Another positive charge 6.0µC at Y is 6cm away south of the origin. Find the electric field at point P, 8cm away east of the origin (2 marks). Provide a diagram also indicating the electric field at P as a vector sum at the indicated location (1 mark). Calculate the electric force at P if a 5.0µC were placed there (1 mark). Calculate the electric force the stationary charges were doubled (1 mark). Derive an equation for the electric field at P if the stationary charge at X and Y are replaced by q,=q,, and q, = q, (1 mark). %3D y
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