Fig-1 II III B Part 1 In Fig-1, there are two infinite planes A and B, parallel to YZ plane. Their surface charge densities are o = -28 nC/m² and og = -23 nC/m². The separation between the planes A and B is d = 14m. Calculate the net electric field due to both the planes in unit vector notation in three regions shown in the Fig-1. a) (i) Find the electric field in unit vector notation in region I. (x and y component) (ii) Find the electric field in unit vector notation in region II . (x and y component) (iii) Find the electric field in unit vector notation in region III .(« and y component)

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Chapter1: Units, Trigonometry. And Vectors
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Fig-1
II
III
B
Part 1
In Fig-1, there are two infinite planes A and B, parallel to YZ plane. Their surface charge densities are o = -28 nC/m² and og = -23 nC/m². The
separation between the planes A and B is d = 14m. Calculate the net electric field due to both the planes in unit vector notation in three regions shown
in the Fig-1.
a) (i) Find the electric field in unit vector notation in region I. (x and y component)
(ii) Find the electric field in unit vector notation in region II . (x and y component)
(iii) Find the electric field in unit vector notation in region II .(x and y component)
Transcribed Image Text:Fig-1 II III B Part 1 In Fig-1, there are two infinite planes A and B, parallel to YZ plane. Their surface charge densities are o = -28 nC/m² and og = -23 nC/m². The separation between the planes A and B is d = 14m. Calculate the net electric field due to both the planes in unit vector notation in three regions shown in the Fig-1. a) (i) Find the electric field in unit vector notation in region I. (x and y component) (ii) Find the electric field in unit vector notation in region II . (x and y component) (iii) Find the electric field in unit vector notation in region II .(x and y component)
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