you have a nucleus with 19 protons, placed at x = 3.6 Angstroms. What what TWO values of x (along the x-axis) will the total electrostatic potential V be equal to zero?
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you have a nucleus with 19 protons, placed at x = 3.6 Angstroms. What what TWO values of x (along the x-axis) will the total electrostatic potential V be equal to zero?
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- A charged conducting spherical shell of radius R = 3 m with total charge q = 23 μC produces the electric field given by E⃗ (r)={014πϵ0qr2r̂ forforr<Rr>R(PICTURE ATTACHED OF EQUATION) a. Enter an expression for the electric potential inside the sphere ( r < R ) in terms of the given quantities, assuming the potential is zero at infinity. V(r)= b. Calculate the electric potential, in volts, at radius r inside the charged shell. V(r) =Two widely separated charged metal spheres A and B have the same electrical surface potential. The ratio of the surfac charge densities of the two spheres is σA/OB = 7. The radius of sphere A is rA = 3 cm. What is the radius of sphere B 1) 0.42 cm (2) 0.18 cm (3) 21 cm (4) 147 cm (5) 3 crThe next 5 questions all have to do with the diagram shown, on which I have placed an electron at the origin. The grid spacing is 1 Angstrom per small square. Now place an atomic nucleus with 5 protons on positive x-axis, at x = 2.1 Angstroms. How much work did it take you to bring this nucleus in from 1 m away? 34.2 eV 20.5 eV 54.7 eV 27.4 eV
- Two particles of −10 nC each are arranged symmetrically on the x-axis. a) What is the electrostatic force (magnitude and orientation) on each of the two particles? b) What is the net electric field in point P (magnitude and orientation)? c) What is the net electric potential in point P?A charge Q field E and the electrostatic potential at rı 10-10C is uniformly distributed on a sphere of radius R= 10cm. What is the valued of the electric R. , r2 = R, r3 = 2R from the center of the sphere?Consider there are four point charges of magnitude q1 = 2 nC, q2 = -6 nC, q3 = 8 nC and q4 = unknown are located at four different corners of a square of edge 4 mm. The net electrostatic potentials at the center point of the square is 140 V. Calculate the value of unknown point charges. Please answer step by step. Do all calculation answer must be correct.
- On the diagram shown, I have placed an electron at the origin. The grid spacing is 1 Angstrom per small square. Now place an atomic nucleus with 15 protons on positive x-axis, at x = 6.3 Angstroms. How much work did it take you to bring this nucleus in from 1 m away? Question 6 options: A 27.4 eV B 34.2 eV C 20.5 eV D 51.3 eVNow you have a nucleus with 17 protons at x = 2.3 Angstroms on the x-axis. What is the value of the electrostatic potential V at a point on the positive y-axis, at y = 7.4 Angstroms? 14.8 V 29.6 V -1.9 V 31.6 VNow you have a nucleus with 13 protons at x = 7.5 Angstroms on the x-axis. What is the value of the electrostatic potential V at a point on the positive y-axis, at y = 6.2 Angstroms? Question 9 options: 16.9 V -2.3 V 19.2 V 6.8 V
- The next 5 questions all have to do with the diagram shown, on which I have placed an electron at the origin. The grid spacing is 1 Angstrom per small square. Now place an atomic nucleus with 6 protons on positive x-axis, at x = 4.7 Angstroms. How much work did it take you to bring this nucleus in from 1 m away? 15.7 eV 18.4 eV 12.9 eV 23.9 eVNow you have a nucleus with 19 protons, placed at x = 5.1 Angstroms. What TWO values of x (along the x-axis) will the total electrostatic potential V be equal to zero? 0.28 Angstroms and -0.26 Angstroms -0.11 Angstroms and 0.08 Angstroms 0.11 Angstroms and -0.08 Angstroms -0.28 Angstroms and 0.26 AngstromsTwo electric dipoles of dipole moment p, and p, are placed at origin such that one is along x-axis and the P2 3 òther along y-axis respectively. If potential at point (r,0) is zero then P2 is (а) 1 (b) cot0 (c) tan 0 (d) sin0.cos0