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d) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate, as shown in Fig.-1b. The sphere/rod unit is again rotated to an angle of 10.00° with the horizontal and released from rest, will it now ever reach an angle of 0° with the horizontal? e) If so, how fast will the sphere be traveling when it gets there?

d) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate, as shown in Fig.-1b. The sphere/rod unit is again rotated to an angle of 10.00° with the horizontal and released from rest, will it now ever reach an angle of 0° with the horizontal? e) If so, how fast will the sphere be traveling when it gets there?

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PLEASE ONLY COMPLETE SUB PARTS- D and E!!! PLEASE COMPLETE NEAT AND SHOW WORK. ASAP! ONLY ANSWER IF YOU UNDERSTAND IT.
1) Two thin, flat metal plates are positioned vertically, 40.00 cm apart, as shown in Fig.-la. The left 1) a. plate has a positive charge with charge density o = +820.0 mC/m² and the right plate has an equal but opposite negative charge with charge density -o = -820.0 mC/m². There are also two thin, flat metal plates positioned horizontally, 60.00 cm apart, with the top plate given a negative charge, and the bottom plate given an equal but opposite positive charge, such that the electric potential of the bottom plate is 10.00 V higher than the top plate. (Note: Ignore any edge effects due to the finite size of the plates.) b. с. d. е. A small sphere with a mass of m = 57.78 g, and a charge of q = +34.00 mC is attached to a thin, rigid, massless, insulating rod with a length of L = 16.00 cm, which is pivoted at point O, which is 5.000 cm from the left plate. The sphere/rod unit is rotated to an angle of 10.00° with the horizontal and released from rest. 5.000 cm 5.000 cm 60.00 cm 60.00 cm 9.500 cm +o +o 40.00 cm 40.00 cm ++++ + ++ ( a ) (b) Figure 1- (a)Two thin, flat metal plates are positioned vertically, 40.00 cm apart. The left plate has a charge density of o = +820.0 mC/m² and the right plate has an equal but opposite charge density, -o = -820.0 mC/m². There are also two thin, flat metal plates positioned horizontally, 60.00 cm apart, with the top plate given a negative charge, and the bottom plate given an equal but opposite positive charge, such that the potential difference between the plates is 10.00 V. A small sphere with mass m = 57.78 g, and charge q = +34.00 mC is attached to a thin, rigid, massless, insulating rod with length L = 16.00 cm, which is pivoted at point O, which is 5.000 cm from the left plate. The sphere/rod unit is rotated to an angle of 10.00° with the horizontal and released from rest. (b) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate. (Not to scale.) a) Will the sphere/rod ever reach an angle of 0° with the horizontal? b) If so, how long will it take to reach that point? c) If the rod/sphere ever reaches an angle of 0°, how fast will the sphere be moving when it gets there? d) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate, as shown in Fig.-1b. The sphere/rod unit is again rotated to an angle of 10.00° with the horizontal and released from rest, will it now ever reach an angle of 0° with the horizontal? e) If so, how fast will the sphere be traveling when it gets there?
Transcribed Image Text:1) Two thin, flat metal plates are positioned vertically, 40.00 cm apart, as shown in Fig.-la. The left 1) a. plate has a positive charge with charge density o = +820.0 mC/m² and the right plate has an equal but opposite negative charge with charge density -o = -820.0 mC/m². There are also two thin, flat metal plates positioned horizontally, 60.00 cm apart, with the top plate given a negative charge, and the bottom plate given an equal but opposite positive charge, such that the electric potential of the bottom plate is 10.00 V higher than the top plate. (Note: Ignore any edge effects due to the finite size of the plates.) b. с. d. е. A small sphere with a mass of m = 57.78 g, and a charge of q = +34.00 mC is attached to a thin, rigid, massless, insulating rod with a length of L = 16.00 cm, which is pivoted at point O, which is 5.000 cm from the left plate. The sphere/rod unit is rotated to an angle of 10.00° with the horizontal and released from rest. 5.000 cm 5.000 cm 60.00 cm 60.00 cm 9.500 cm +o +o 40.00 cm 40.00 cm ++++ + ++ ( a ) (b) Figure 1- (a)Two thin, flat metal plates are positioned vertically, 40.00 cm apart. The left plate has a charge density of o = +820.0 mC/m² and the right plate has an equal but opposite charge density, -o = -820.0 mC/m². There are also two thin, flat metal plates positioned horizontally, 60.00 cm apart, with the top plate given a negative charge, and the bottom plate given an equal but opposite positive charge, such that the potential difference between the plates is 10.00 V. A small sphere with mass m = 57.78 g, and charge q = +34.00 mC is attached to a thin, rigid, massless, insulating rod with length L = 16.00 cm, which is pivoted at point O, which is 5.000 cm from the left plate. The sphere/rod unit is rotated to an angle of 10.00° with the horizontal and released from rest. (b) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate. (Not to scale.) a) Will the sphere/rod ever reach an angle of 0° with the horizontal? b) If so, how long will it take to reach that point? c) If the rod/sphere ever reaches an angle of 0°, how fast will the sphere be moving when it gets there? d) A negative charge of Q = -132.0 mC is now fixed at a point which is at the same height as point 0, and 9.500 cm to the left of the right plate, as shown in Fig.-1b. The sphere/rod unit is again rotated to an angle of 10.00° with the horizontal and released from rest, will it now ever reach an angle of 0° with the horizontal? e) If so, how fast will the sphere be traveling when it gets there?
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