Exercisesof ahba d c5YA cube' has sides of length L. It is placed with onecorner at the origin as shown in Fig.15.31. The electricfield is uniform and given by E = - Bî + Cj - Dk,where B. C, and D are positive constants. a) Find theelectrie flux through each of the six cube faces S,,S3, S4, S,, and S.. b) Find the electric flux throughthe entire cube.S2,S2 (top)S6 (back)ie saila-S3 (right side)(left side)Lbngiqulitise a loe er7.S4 (bottom)e i b nS3 (front)Figure 15.31 Exercises 15.1

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Exercises 6YA cube has sides of length L. It is placed with one corner at the origin as shown in Fig.15.31. The electric field is uniform and given by E = - Bî + Cj - Dk, where B. C, and D are positive constants. a) Find he electie flữx through each of the six cube faces S,, S2, S,, S,, S,, and S.. b) Find the electric flux through the entire cube. S2 (top) S6 (back) e sail S3 (right side) (left side) L Lgiqaltisma lo 7. L gein at bie S, (bottom) i i b n S5 (front)

Exercises 6YA cube has sides of length L. It is placed with one corner at the origin as shown in Fig.15.31. The electric field is uniform and given by E = - Bî + Cj - Dk, where B. C, and D are positive constants. a) Find he electie flữx through each of the six cube faces S,, S2, S,, S,, S,, and S.. b) Find the electric flux through the entire cube. S2 (top) S6 (back) e sail S3 (right side) (left side) L Lgiqaltisma lo 7. L gein at bie S, (bottom) i i b n S5 (front)

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Chapter1: Units, Trigonometry. And Vectors

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Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

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Exercises
of ahba d c
5YA cube' has sides of length L. It is placed with one
corner at the origin as shown in Fig.15.31. The electric
field is uniform and given by E = - Bî + Cj - Dk,
where B. C, and D are positive constants. a) Find the
electrie flux through each of the six cube faces S,,
S3, S4, S,, and S.. b) Find the electric flux through
the entire cube.
S2,
S2 (top)
S6 (back)
ie saila
-S3 (right side)
(left side)
L
bngiqulitise a lo
e er
7.
S4 (bottom)
e i b n
S3 (front)
Figure 15.31 Exercises 15.1

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