A. Compute for the radial distance between charge A (20uC) and charge B(-25uC) if the net electric charge between the two is 8N. B. What if the net electric charge is reduced to half what would be the distance between the charges?
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- 3. In a particle accelerator, particles such as electrons are placed in an electric field between oppositely charged electric plates. The particle accelerates through the uniform electric field then passes through a gap (aperture) in the plate the particle is accelerating towards. a. Briefly explain why the electron, once it passes through the plate, is not pulled back into the gap. b. How can a particle accelerator for an electron be modified to accelerate a proton?The electric charge of Q1 is 10 C and Q2 is -5C. The corresponding statement is … (1) charge Q1 attracts charge Q2 (2) coulomb force is proportional to Q1 and Q2 (3) coulomb force is inversely proportional to the square of the distance between Q1 and Q2 ( 4) electric field strength halfway between Q1 and Q2 Q2 zero. OptionA. 1, 2, 3 and 4B. 1, 2 and 3C. 1 and 3D. 2 and 4E. 4 Please answer max 15-20 minutes thank u1. An electron accelerates in the +z-direction with a magnitude of 1.6x1016 m/s². Explain and demonstrate how to determine the electric field at the location of the electron. (Provide the direction and magnitude of the E-field).
- show details7. A proton initially moves left to right long the x axis at a speed of 4 x 10° m/s. It moves into an electric field, which points in the negative x direction, and travels a distance of 0.8 m before coming to rest. If the proton's mass and charge are 1.67 x 10-27 kg and 1.60 x 10-19 C respectively, what is the magnitude of the electric field? a. 1.67 N/C b. 0.01 N/C c. 0.104 N/C d. 0.13 N/C1. The main difference between an insulator and conductor is that:a. an insulator cannot obtain a net electric chargeb. an insulator will not allow charges to flow freelyc. a conductor will obtain only net negative chargesd. a conductor will not emit an electric fielde. a conductor will not allow charges to flow freely
- a. Draw the electric field lines around a system that consists of two equal negative charges. b. Calculate the electric force that exists between two objects that are 7.3 × 10 –2 m apart and carry charges of 4.5 × 10 –6 C and –7.2 × 10 –6 C. Is this force attractive or repulsive? c. Write two or three sentences to explain the effect on the electric force between two charged objects if the amount of charge on one of the objects is doubled at the same time as the distance between the objects is doubled.A mineral oil-filled capacitor is connected to a 9V battery. The capacitor is leaking oil while it remains connected to the battery. Consequently, we can expect this to happen as the capacitor continues leaking. O a. The electric field E between the plates will become stronger. O b. The electric flux density D in the capacitor will become weaker. c. The electric flux density D between the plates will become stronger. O d. The charge Q accumulated in the capacitor will remain the same.Consider the graphic at the right of a neutral oxygen atom. a. Explain what must happen in order for the oxygen atom to become negatively charged. b. Explain what must happen in order for the oxygen atom to become positively charged.
- The Oscilloscope 2. A solid non-conducting cylinder has a radius A and a volume charge density p(r) = a + where a and ẞ are constants. B r a. What is the total charge on the cylinder? b. What is the electric field everywhere (r A)?The ratio of the electrostatic force to the gravitational force is different between two electrons and two protons. Why? I. The magnitude of the fundamental charge of an electron is different from a proton. II. Electrons and protons have different masses. III. False. The ratio is the same A. III only B. Both I and II only C. II only D. I only1.Charge, Q= 2.20nC is uniformly distributed along the thin rodof length, L= 1.20m shown above. a.Determine the linear charge density of the rod. b.Determine an expression for charge dqon an infinitesimally small section of the rod of length dxin terms of the charge density and dx. c.The point P1is located a distance a= 0.300m from the end of the rod. Determine an expression for the distance, rbetween the point P1and an arbitrary chunk of the rod located an arbitrary distance xfrom the origin (between 0 and L). d.Determine an expression for the electric field dEat P1due to only the arbitrary chunk of the rod from part c. Use k, λ, x, L, and a. e.Determine the net electric field, Eat a point P1due to the entire rod.