Two parallel plates are 2.0 cm apart and have a potential difference of 400 V across them. What is the electric field strength between the plates? A force of 1.2 x 10-12 N south acts on a charge at point P in an electric field of strength 3.6 x 10 NC' south. Calculate the magnitude and sign of the charge. The electric field between two parallel plates is 5 x 10' V m. If they are 7.5 cm apart, what is the voltage across them The potential difference across two parallel plates is 300 V. This produces an electric field of strength 1.5 x 10*Vm What-is the separation between the plates?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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Need help with question 2-5
Complete questions 1 (as class), 2-5, 6 (as class), 7, 8ace, 9ab, 10
1. Acharge of 2.6 x 10Cexperjences a foree-eft.04 x 102N when it is placed in between two parallel charged
plates which have apotential differenee of 180V across them.
(a) Calculate the magnitudeof the clectrie field between the plates.
(b) Determine the distance between the plates.
Two parallel plates are 2.0 cm apart and have a potential difference of 400 V across them. What is the electric field
strength between the plates?
A force of 1.2 x 10-12 N south acts on a charge at point P in an electric field of strength 3.6 x 10 NC' south.
Calculate the magnitude and sign of the charge.
The electric field between two parallel plates is 5 x 10 V m. If they are 7.5 cm apart, what is the voltage across them?
The potential difference across two parallel plates is 300 V. This produces an electric field of strength I.5 x 10 V m.
What-is the-separation-between the plates?
A positively-eharged particle with a mass of 2.0 × 10 kg is placed between twe-parallel plates, separated by a
distance of 3.0 cm and the voltage across-theplates adjusted until the particle is suspended between them. The
potential difference across the plates-is-6000 V at this time.
(a) What is the magnitude of the charge on the particle?
(b) Which plate of the two is the positive plate? Justify your answer.
2.
3.
4.
5.
6.
The diagram shows the electric field between two parallel
7.
plates and two positions X and Y, between them. A charge
of-3.2 x 10-18s C is placed at point X.
(a) Identify the positive plate. Justify your answer.
(b) Predict the direction of the force on the charge.
Justify your answer.
(G) The charge is moved from X to Y. Identify any
Transcribed Image Text:Complete questions 1 (as class), 2-5, 6 (as class), 7, 8ace, 9ab, 10 1. Acharge of 2.6 x 10Cexperjences a foree-eft.04 x 102N when it is placed in between two parallel charged plates which have apotential differenee of 180V across them. (a) Calculate the magnitudeof the clectrie field between the plates. (b) Determine the distance between the plates. Two parallel plates are 2.0 cm apart and have a potential difference of 400 V across them. What is the electric field strength between the plates? A force of 1.2 x 10-12 N south acts on a charge at point P in an electric field of strength 3.6 x 10 NC' south. Calculate the magnitude and sign of the charge. The electric field between two parallel plates is 5 x 10 V m. If they are 7.5 cm apart, what is the voltage across them? The potential difference across two parallel plates is 300 V. This produces an electric field of strength I.5 x 10 V m. What-is the-separation-between the plates? A positively-eharged particle with a mass of 2.0 × 10 kg is placed between twe-parallel plates, separated by a distance of 3.0 cm and the voltage across-theplates adjusted until the particle is suspended between them. The potential difference across the plates-is-6000 V at this time. (a) What is the magnitude of the charge on the particle? (b) Which plate of the two is the positive plate? Justify your answer. 2. 3. 4. 5. 6. The diagram shows the electric field between two parallel 7. plates and two positions X and Y, between them. A charge of-3.2 x 10-18s C is placed at point X. (a) Identify the positive plate. Justify your answer. (b) Predict the direction of the force on the charge. Justify your answer. (G) The charge is moved from X to Y. Identify any
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