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HCV Excercise Chapter 32 Electric current in conductors Question 48 | A voltmeter of resistance 400

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HCV Excercise Chapter 32 Electric current in conductors Question 55 | A 6-volt battery of negligible

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HCV Excercise Chapter 31 Capacitors Question 15 | Take the potential of the point B in figure (31-E7

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HCV Excercise Chapter 31 Capacitors Question 17 | A capacitor is made of a flat plate of area A and

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HCV Excercise Chapter 31 Capacitors Question 19 | A 100 pF capacitor is charged to a potential

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HCV Excercise Chapter 31 Capacitors Question 20 | Each capacitor shown in figure (31-E10) has a

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HCV Excercise Chapter 31 Capacitors Question 22 | Both the capacitors shown in figure (31-E12) are

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HCV Excercise Chapter 31 Capacitors Question 25 part (b) | Find the potential difference Va  Vb

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HCV Excercise Chapter 31 Capacitors Question 25 part (a) | Find the potential difference Va  Vb

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HCV Excercise Chapter 31 Capacitors Question 26 part (b) | Find the equivalent capacitances of the

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HCV Excercise Chapter 31 Capacitors Question 26 part (a) Find the equivalent capacitances of the

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A finite ladder is constructed by connecting several sections of 2 F, 4 F capacitor combinations

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Each of the plates shown in figure (31-E19) has surface area (96/0)  10 – 12 F–m on one side and

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The capacitance between the adjacent plates shown in figure (31-E20) is 50 nF. A charge of 1.0 C is

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A metal sphere of radius R is charged to a potential V. (a) Find the electrostatic energy stored in

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A parallel-plate capacitor having plate area 20 cm 2 and separation between the plates 1.00 mm is

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A capacitor of capacitance 5.00 F is charged to 24.0 V and another capacitor of capacitance 6.0

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A 5.0 F capacitor is charged to 12 V. The positive plate of this capacitor is now connected to the

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A parallel-plate capacitor having plate area 400 cm 2 and separation between the plates 1⋅0 mm

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A capacitor is formed by two square metal-plates of edge a separated by a distance d. Dielectrics of

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A charge Q is uniformly distributed over a large plastic plate. The electric field at a point P

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A thin metallic spherical shell contains a charge Q on it. A point charge q is placed at the centre

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A charge q is placed at the centre of the open end of cylindrical vessel. The flux of the electric

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The electric field in a region is given by E = 3/5E0 i + 4/5E0 j with E0 = 2.0 x 103N/C. Find the