Suppose the electric field lines in a region of space are straight lines. If a charged particle is released from rest in that region, will the trajectory of the particle be along a field line?
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Suppose the electric field lines in a
region of space are straight lines. If a charged particle is released from rest in that region, will the
trajectory of the particle be along a field line?
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- It turns out that there is an electric field that points inward towards the center of the earth that has a magnitude of 100 N/C near the Earth's surface. Estimate the total charge of the earth needed to support such a field. Where do you think all this charge comes from?Charge q, = 2.50 nC is at x, = 0 and charge q, = 6.00 nC is at x, = 4.00 m. At what point between the two charges is the electric field equal to zero? (Enter the x coordinate in m.) HINT Write an expression for the net electric field as a function of position, x, in the region between the two charges. (Don't forget that the electric field is a vector, so direction is important!) Set this expression equal to zero and solve for the variable x using the quadratic equation. Click the hint button again to remove this hint. mSome possibly useful numbers = 8.99 x 10° N-m²/C² €0 = 8.85 × 10-12C²/Nm² e = 1.6 × 10–19 C = 9.11 × 10-31kg mp = 1.67 x 10–27kg leV 1.6 x 10-19J %3D
- Consider a dipole consisting of charge of -27e on the left and a positive charge of +27e on the right. If the charges are separated by 2.6x10^-10 meters, in what direction does the electric field point at the position exactly between the charges?A small negatively charged particle is placed between two charged plates. The mass of the particle is m = 7.5 µg and its charge is q = -2.5 nC. The left plate is positively charged and the right plate is negatively charged. (a) Draw the direction of the electric field between the plates on the diagram below. (b) In which direction does the particle move? ( (c) The plates produce a uniform electric field with magnitude E 120 N/C. Calculate the force acting on the particle. (d) What is the particle's acceleration? For parts (c) and (d), include both magnitude and direction. + + + + + 111111 1Please Help ASAP!!!!