1. Determine the magnitude of the electrostatic force between Q1 and Q2; Q1 and Qs; and Q2 and Q3 arranged in the figure. +Qı = 20µC r = 0.05 m r = 0.08 m -Q: = 20µC %3! +Q;= 30µC r= 0.05 m

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Chapter1: Units, Trigonometry. And Vectors
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Problem Set. Solve the different problems applying the different equations of
Coulomb's Law and Electric field analysis. You may use a separate sheet
of paper for your solution.
1. Determine the magnitude of the electrostatic force between Q1 and Q2; Q1 and
Qs; and Q2 and Q3 arranged in the figure.
+Qı = 20µC
r 0.05 m
r = 0.08 m
-Q2 = 20µC
+Q,= 30µC
2. Two point charges with Q1 = 8µC and Q2 = -4µC are arranged as shown in the
figure. If L = 0.03 m, what is the electric field at the origin?
Q2
origin
3. The electric field due to a static electric charge is 3 000 N/C and passes through
a surface area of 0.3 m². Calculate the electric flux.
Area, A = 0.3 m
= 3 000 N/C
Normal Line
r= 0.05 m
Transcribed Image Text:Problem Set. Solve the different problems applying the different equations of Coulomb's Law and Electric field analysis. You may use a separate sheet of paper for your solution. 1. Determine the magnitude of the electrostatic force between Q1 and Q2; Q1 and Qs; and Q2 and Q3 arranged in the figure. +Qı = 20µC r 0.05 m r = 0.08 m -Q2 = 20µC +Q,= 30µC 2. Two point charges with Q1 = 8µC and Q2 = -4µC are arranged as shown in the figure. If L = 0.03 m, what is the electric field at the origin? Q2 origin 3. The electric field due to a static electric charge is 3 000 N/C and passes through a surface area of 0.3 m². Calculate the electric flux. Area, A = 0.3 m = 3 000 N/C Normal Line r= 0.05 m
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