Potential difference in a capacitor A capacitor consists of two large metal disks placed a distance s apart (see the figure). The radius R of each disk is 5.6 m, the gap s between the disks is 1.2 mm, and the thickness t of each disk is 0.5 mm. The disk on the left has a net charge of 3.6×10−4 C and the disk on the right has a net charge of −3.6×10−4 C. Calculate the potential difference V2 − V1, where location 1 is inside the left disk at its center, and location 2 is in the center of the air gap between the disks. Use ε0 = 8.85×10−12 C2/(N⋅m2). V2 − V1 = V

Potential difference in a capacitor A capacitor consists of two large metal disks placed a distance s apart (see the figure). The radius R of each disk is 5.6 m, the gap s between the disks is 1.2 mm, and the thickness t of each disk is 0.5 mm. The disk on the left has a net charge of 3.6×10−4 C and the disk on the right has a net charge of −3.6×10−4 C. Calculate the potential difference V2 − V1, where location 1 is inside the left disk at its center, and location 2 is in the center of the air gap between the disks. Use ε0 = 8.85×10−12 C2/(N⋅m2). V2 − V1 = V

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Potential difference in a capacitor A capacitor consists of two large metal disks placed a distance s apart (see the figure). The radius R of each disk is 5.6 m , the gap s between the disks is 1.2 m m , and the thickness t of each disk is 0.5 m m . The disk on the left has a net charge of 3.6 × 10 4 C and the disk on the right has a net charge of 3.6 × 10 4 C . Calculate the potential difference V 2 V 1 , where location 1 is inside the left disk at its center, and location 2 is in the center of the air gap between the disks. Use ε 0 = 8.85 × 10 12 C 2 / ( N m 2 ) .
V 2 V 1 = i V

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