A bead with a mass of 0.040 g and a charge of 10 nC is free to slide on a vertical rod. At the base of the rod is a fixed 10 nC charge.
In equilibrium, at what height above the fixed charge does the bead rest?
h = |
A bead with a mass of 0.090 g and a charge of 10 nC is free to slide on a vertical rod. At the base of the rod is a fixed 15 nC charge. Part A In equilibrium, at what height above the fixed charge does the bead rest? answer : h=
A bead with a mass of 0.020 g and a charge of 10 nC is free to slide on a vertical rod. At the base of the rod is a fixed 10 nC charge.In equilibrium, at what height above the fixed charge does the bead rest?
A bead with a mass of 0.080 g and a charge of 10 nC is free to slide on a vertical rod. At the base of the rod is a fixed 20 nC charge. In equilibrium, at what height above the fixed charge does the bead rest?
A bead with a mass of 0.050 g and a charge of 15 nC is free to slide on a vertical rod. At the base of the rod is a fixed 10 nC charge. In equilibrium, at what height above the fixed charge does the bead rest?
A bead with a mass of 0.070 g and a charge of 20 nC is free to slide on a vertical rod. At the base of the rod is a fixed 10 nC charge. Part A In equilibrium, at what height above the fixed charge does the bead rest?
A bead with a mass of 0.025 g and a charge of 20 nC is free to slide on a vertical rod. At the base of the rod is a fixed 20 nC charge. In equilibrium, at what height above the fixed charge does the bead rest?
A bead with a mass of 0.070 g and a charge of 20 nC is free to slide on a vertical rod. At the base of the rod is a fixed 20 nC charge. In equilibrium, at what height above the fixed charge does the bead rest?
Bead A has a mass of 14 g and a charge of -4.6 nC . Bead B has a mass of 22 g and a charge of -14.0 nC . The beads are held 15 cm apart (measured between their centers) and released. What maximum speed is achieved by each bead? Express your answers using two significant figures separated by a comma. vfA, vfB =
2. A test charge of mass 0.01 g and charge of +10 nC is released from rest at A which is at 100 cm distance from a charged bead (has a total of + 10 uF charge). What would be the speed of the test charge when it reaches the point B which is 500 cm from the bead?. Hint: energy conservation Charged bead B 100 cm 500 cm
A charged bead can be kept in suspension by a 10 nC charge located 5 cm above the bead. Where should a −2.5 nC charge be placed to obtain the same effect? A) 2.5 cm above the bead B) 1.25 cm above the bead C) 1.25 cm below the bead D) 2.5 cm below the bead the answer is D, but I dont know why