34 The thin plastic rod of length L=8.50 cm in Fig. 24-34 has a nonuniform linear charge density λ = cx, where c = 32.6 pC/m². (a) With V = 0 at infinity, find the electric potential at point P₂ on the y axis at y = D = 3.56 cm. (b) Find the electric field component E, at P₂. (c) Why cannot the field component E, at P2 be found using the result of (a)? Figure 24-34 Problems 33, 34, and 51.

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P₁
D
J
P2
ZFF-
\d+|-
L
Figure 24-34 Problems 33,
34, and 51.
Transcribed Image Text:P₁ D J P2 ZFF- \d+|- L Figure 24-34 Problems 33, 34, and 51.
34 The thin plastic rod of length
L=8.50 cm in Fig. 24-34 has a
nonuniform linear charge density
λ = cx, where c = 32.6 pC/m². (a) With V=0 at infinity, find the
electric potential at point P₂ on the y axis at y = D = 3.56 cm. (b)
Find the electric field component E, at P₂. (c) Why cannot the field
component E, at P₂ be found using the result of (a)?
Figure 24-34 Problems 33,
34, and 51.
Transcribed Image Text:34 The thin plastic rod of length L=8.50 cm in Fig. 24-34 has a nonuniform linear charge density λ = cx, where c = 32.6 pC/m². (a) With V=0 at infinity, find the electric potential at point P₂ on the y axis at y = D = 3.56 cm. (b) Find the electric field component E, at P₂. (c) Why cannot the field component E, at P₂ be found using the result of (a)? Figure 24-34 Problems 33, 34, and 51.
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