A 4.00 m long thin plastic rod lies on the x-axis as shown in the image below. It is centered at x = 0 and carries a uniform charge of -300 nC. A thin disk with a 6.00 cm radius is centered at (5, 10, 0) cm and has a uniform charge of 20 nC. (a) Calculate exactly the electric field Ę at the point (0, 10, 0) cm. (b) Calculate the electric field E at the point (0, 10, 0) cm using only approximations. Note: You do NOT need to solve any integrals for this problem! rod y N disk x
A 4.00 m long thin plastic rod lies on the x-axis as shown in the image below. It is centered at x = 0 and carries a uniform charge of -300 nC. A thin disk with a 6.00 cm radius is centered at (5, 10, 0) cm and has a uniform charge of 20 nC. (a) Calculate exactly the electric field Ę at the point (0, 10, 0) cm. (b) Calculate the electric field E at the point (0, 10, 0) cm using only approximations. Note: You do NOT need to solve any integrals for this problem! rod y N disk x
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![A 4.00 m long thin plastic rod lies on the x-axis as shown in the image below.
It is centered at x = 0 and carries a uniform charge of -300 nC.
A thin disk with a 6.00 cm radius is centered at (5, 10, 0) cm and has a uniform charge of 20 nC.
(a) Calculate exactly the electric field E at the point (0, 10, 0) cm.
(b) Calculate the electric field E at the point (0, 10, 0) cm using only approximations.
Note: You do NOT need to solve any integrals for this problem!
rod
y
disk](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2a4ddcf2-47e8-4ea6-8687-d7d7f52563d6%2F039fbf7d-7d65-47b6-9c3c-a3e675b81b01%2Fp0wd5x_processed.png&w=3840&q=75)
Transcribed Image Text:A 4.00 m long thin plastic rod lies on the x-axis as shown in the image below.
It is centered at x = 0 and carries a uniform charge of -300 nC.
A thin disk with a 6.00 cm radius is centered at (5, 10, 0) cm and has a uniform charge of 20 nC.
(a) Calculate exactly the electric field E at the point (0, 10, 0) cm.
(b) Calculate the electric field E at the point (0, 10, 0) cm using only approximations.
Note: You do NOT need to solve any integrals for this problem!
rod
y
disk
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