Obase = 0 = plane. e. Determine the total electric flux through the entire inclined plane. Onet N.m²/C Submit Question N-m²/C

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Chapter1: Units, Trigonometry. And Vectors
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Please show all work and only do parts b and e
$
4
Obase = 0
e. Determine the total electric flux through the entire inclined
plane.
N.m²/C
Onet
R
LL
F
Submit Question
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N-m²/C
6
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Transcribed Image Text:$ 4 Obase = 0 e. Determine the total electric flux through the entire inclined plane. N.m²/C Onet R LL F Submit Question % 5 T plane. G N-m²/C 6 V B Y C- & H 7 U N * C + 00 1 M IAA K 4 11 O P
A horizontally oriented, uniform electric field of magnitude 6.14
108 N/C passes through a closed triangular inclined plane as
shown in the figure below where d₁ = 40 cm, d2 = 10 cm, and 0
= 50⁰.
di
d2
Ē
a. Determine the electric flux through the vertical rectangular
face that forms the "back" of the inclined plane. (Hint: Since the
electric field is horizontally oriented and the rectangular face is
vertically oriented, the electric field lines passes directly into
the rectangular face.)
Orectangle
-24560000 Nm²/C
b. Determine the electric flux through the slanted "top" of the
inclined plane.
N.m²/C
slanted
c. Determine the electric flux through each triangular "side" of
the inclined plane.
Transcribed Image Text:A horizontally oriented, uniform electric field of magnitude 6.14 108 N/C passes through a closed triangular inclined plane as shown in the figure below where d₁ = 40 cm, d2 = 10 cm, and 0 = 50⁰. di d2 Ē a. Determine the electric flux through the vertical rectangular face that forms the "back" of the inclined plane. (Hint: Since the electric field is horizontally oriented and the rectangular face is vertically oriented, the electric field lines passes directly into the rectangular face.) Orectangle -24560000 Nm²/C b. Determine the electric flux through the slanted "top" of the inclined plane. N.m²/C slanted c. Determine the electric flux through each triangular "side" of the inclined plane.
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