Question

Slide this paper under Marteena 308's door any time before 7: 50 AM Friday September 8, or give me it in Marteena 312 by 8: 00 AM that day. Use one different equation from the Block 3 objectives for each problem. How much electric potential energy is stored in the electric tied of a 3000 F capacitor when the difference between its plates is 2.7 V? Consider possibly building a 3.00 kF parallel-plate capacitor, completely filling the volume between the plates with Mylar of thickness 0.450 mm. What must the area be for either plate? (Use Table 24.1, page 798.) The potential difference between the plates of a parallel-plate capacitor is 9.9 KV when the electric field magnitude is 22 MV/m between those plates. Find the separation of the plates in mm. Use Table 24.2, page 802, to calculate the maximum energy density (to one significant figure) for the production-grade pyrex glass. With a vacuum between the non parallel plates of a capacitor, the potential difference is (0.0666 m^-1/epsilon_0)Q. Calculate the capacitance of this capacitor if the volume between the plates is completely filled with pure neoprene a dielectric of permittivity 59.3 pF/m, with no change in symmetry from the vacuum case. Step 1: Starting with the above expression for the vacuum potential difference, I simply replace the symbol to with the symbol ____, which is given above to have the numerical value of ____ F/m. Step 2: Now I substitute the charged expression for the potential difference into this "ONE EQUATION USED" to find the capacitance of the neoprene-filled capacitor.
Please answer all 1-5

Answer 1

Please provide table for Q.no - 3