What is the magnitude of the force between the following two charged particles if they are separated by 1 meter? Particle 1 with q1 = 1 x 10-5 C , and Particle 2 with q2 = 1 x 104 C %3D d = 1 m %3D FElectric - k142, where k = 9.0 × 10° N•m?/C² d? Give your answer in units of [N]
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GIVEN
Charge of particle 1 is
Charge of particle 2 is
Distance between the two particle is .
We have to calculate the magnitude of the force between the two charges.
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- electrons radius r Two protons (p) and two (e) are arranged on a circle of 5 [cm], with angles 0₁ = 20°, 0₂ = 60°, 03 = 20° and 04 = 60°, as shown in the figure. (qp = +1.6 x 10-19 [C] and qe = -1.6 × 10-19 [C]). The figure is not to scale. 04 y a. Find Enet, the net electric field vector produced at the center of the circle. Enet = ([ ])i + ( ]) Ĵ [N/C] b. Where on the circle should a fifth point charge qo be placed (give its angle relative the +x-axis) and what is its value (calculate qo) in order to have Ēnet (the net electric field at the center of the circle) equals zero (Type the detailed solution to this question in the below box, Show all your calculation steps by typing in the box). P X1.00g of hydrogen contains 6.02x10^23 atoms, each with one electron and one proton. Suppose that 1.00g of hydrogen is separated into protons and electrons, that the protons are placed at Earth's north pole, and that electrons are placed at Earth's south pole. Find the magnitude of the resulting compressional force on Earth. (The radius of Earth is approximately 6.38x10^6 m). * 5.12x10^5 N 4.23x10^5 N 6.43x10^6 N 6.87x10^6 N None of the AboveSolar wind is a flow of heavily charged ions emanating from the Sun’s corona. Spectroscopic analysis suggests it contains a density of approximately 5.0 electrons per cubic centimeter (cm3). Given that the elementary charge ? ≈ 1.6 × 10−19 ? and using the combined average of your measured values of Q, determine the charge density of a cubic meter (m3) of solar wind sample as a function of Q
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