Two identical thin rods of length L are each charged with a positive charge q that is uniformly distributed on each rod. The rods are arranged parallel to each other along the x direction and are separated by a distance 2d, as shown in the figure below. Determine the electric field at point P, which is located a distance d from the right endpoint of each rod. Hint: You will eventually need the following integral: u 1 √(a²+²)³/² du = +C √a²+u² Answer: 2kg (= -√²+12) î ==
Two identical thin rods of length L are each charged with a positive charge q that is uniformly distributed on each rod. The rods are arranged parallel to each other along the x direction and are separated by a distance 2d, as shown in the figure below. Determine the electric field at point P, which is located a distance d from the right endpoint of each rod. Hint: You will eventually need the following integral: u 1 √(a²+²)³/² du = +C √a²+u² Answer: 2kg (= -√²+12) î ==
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uniformly distributed on each rod. The rods are arranged parallel to each other along
the x direction and are separated by a distance 2d, as shown in the figure below.
Determine the electric field at point P, which is located a distance d from the right
endpoint of each rod. Hint: You will eventually need the following integral:
1
+ C
√a²+u²
U
S (a²+U²)3/20 du
Answer:
1²K² (= = - √₁ ²2 +1²)
2kq
L
2d
i
L
+q
+q
P
d"
Transcribed Image Text:2) Two identical thin rods of length L are each charged with a positive charge q that is
uniformly distributed on each rod. The rods are arranged parallel to each other along
the x direction and are separated by a distance 2d, as shown in the figure below.
Determine the electric field at point P, which is located a distance d from the right
endpoint of each rod. Hint: You will eventually need the following integral:
1
+ C
√a²+u²
U
S (a²+U²)3/20 du
Answer:
1²K² (= = - √₁ ²2 +1²)
2kq
L
2d
i
L
+q
+q
P
d
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