Two parallel plates that are initially uncharged are separated by 1.2 mm. What charge must be transferred from one plate to the other if 15 kJ of energy are to be stored in the plates? The area of each plate is 16 mm2.
Two parallel plates that are initially uncharged are separated by 1.2 mm. What charge must be transferred from one plate to the other if 15 kJ of energy are to be stored in the plates? The area of each plate is 16 mm2.
84 μC |
4.5 mC |
42 μC |
59 μC |
Two parallel plates that are initially uncharged are separated by 1.2 mm. What charge must be...
Two parallel plates that are initially uncharged are separated by a distance d = 1.2mm. What charge must be transferred from one plate to the other if 11.0kJ of energy are to be stored in the plates? The area of each plate is 19.0mm^2. 39 mu C 78 mu C 56 mu C 3.5 mu C None of the above.
Suppose two capacitor plates have an area of 0.0300 m2 and are initially separated by 1.00 mm. One plate holds 2.30 μC of charge, while the other plate holds -2.30 μC of charge. Part A How much energy is required to increase the plate separation to 2.00 mm?
Consider two infinite parallel plates separated by 1 [mm]. One plate has a positive charge per unit area of σ = 2.5 [nanoCoulomb per square meter], and the other has a negative charge density of -σ. a. What is the direction and magnitude of the total electric field between the two plates? b. What is the voltage between the two plates?
Parallel plates have an area of 28 cm2each, and are separated by 12 mm of air. One has a positive charge of 9.5 mC on it, the other a charge of -9.5 mC on it. A. Draw the parallel plates, mark which plate is positive and which is negative, and draw the electric field between them. (I’m expecting the edge-on view, but feel free to draw the 3-d version if you feel artistically ambitious. You can just draw a few arrows in between...
1. Two parallel plates, each of area 5.17 cm2, are separated by 4.90 mm. The space between the plates is filled with air. A voltage of 4.75 V is applied between the plates. Calculate the magnitude of the electric field between the plates. 2. Calculate the amount of the electric charge stored on each plate. 3. Now distilled water is placed between the plates and the capacitor is charged up again to the same voltage as before. Calculate the magnitude...
Two parallel plates, each of area 3.37 cm2, are separated by 4.80 mm. The space between the plates is filled with air. A voltage of 6.25 V is applied between the plates. Calculate the magnitude of the electric field between the plates. Tries 0/20 Calculate the amount of the electric charge stored on each plate. Tries 0/20 Now distilled water is placed between the plates and the capacitor is charged up again to the same voltage as before. Calculate the...
Two parallel plates, each of area 2.32 cm2, are separated by 3.10 mm. The space between the plates is filled with air. A voltage of 6.05 V is applied between the plates. Calculate the magnitude of the electric field between the plates. Tries 0/20 Calculate the amount of the electric charge stored on each plate. Tries 0/20 Now distilled water is placed between the plates and the capacitor is charged up again to the same voltage as before. Calculate the...
If a capacitor has parallel plates, each with an area of 322 mm2, separated by 1.5 mm, and subjected to a voltage of 6 V, calculate its capacitance and magnitude of the charge stored on each plate if the dielectric constant of the material separating the conductive plates is 4 at a frequency of 60 cycles per second or 60 Hz. 2.8x10-12 F 5.9x10-12 F 7.6x10-12 F 9.1x10-12 F
A parallel plate capacitor has metal plates, each of area 1.25 m2, separated by 1.20 mm. What charge (in µC) is stored in this capacitor if a voltage of 2.50 ✕ 103 V is applied to it?
A parallel plate capacitor has metal plates, each of area 1.40 m2, separated by 2.00 mm. What charge (in µC) is stored in this capacitor if a voltage of 2.20 ✕ 103 V is applied to it?