A charge q₁ -4q is at the origin, and a charge q2 = +q is on the x-axis at x = a, where a > 0. Find the expression Ex<0 for the total electric field on the x-axis in the region x < 0. Use k to represent Coulomb's constant. Ex<0 = Incorrect kg (3x²+4a²-8ax) x²(x+a)² Find the expression Eo
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- Three charges are at the corners of a square. q1 is located at the origin, q2 is located at (1, 0),and q3 is located at (1,1) (the position coordinates are in millimeters). The charges are all equalin magnitude; 1.5x10-6 C. Calculate the electric field at the point (0,1).A circular ring has a radius of 20 cm and a uniformly distributed charges of 0.5 micro coulombs. What is the magnitude of the electric field on the axis of the ring that is 10 cm from the center?In a rectangular coordinate system a positive point charge q = 6.00 x 10-9 C is placed at the point x = +0.150m, y = 0, and an identical point charge is placed at x = -0.150m, y = 0. Find the x- and y-components, the magnitude, and the direction of the electric field at x = 0.300 m, y = 0. (with precise solution please) A. Ex = 129N/C and Ey = -510N/C with direction of 284 degrees counterclockwise from +x axis B. Ex = 2663.1 N/C and Ey = 0 to the +x direction C. Ex = 0 and Ey = 0 D. none of the above
- At a distance r1 from a point charge, the magnitude of the electric field created by the charge is 392 N/C. At a distance r2 from the charge, the field has a magnitude of 109 N/C. Find the ratio r2/r1.Suppose three charges: q = 4.00 nC, q, =-4.00 nC, q3 =2.40 nC are enclosed by five surfaces as shown below.Give the electric flux through each surface. Input all numerical values in three significant figures. Do not forget to include the sign if the value is negative.A circular metal plate of radius 17.2 cm carries a total charge of 1.01 μC and the charge is distributed uniformly over the surface of the plate. Determine the surface charge density on the plate and report your answer in µC/m².
- A circular ring of radius 27 cm and total charge 600 μC is centered at the origin as shown in the figure below. If the charge is distributed uniformly around the ring, what is the electric field at the origin? (Enter the magnitude of the electric field.) N/C y B xCharges q and qz are located on the corners of a rectangle. If width w = 60.5 cm and length.l = 80.2 cm find the magnitude of the electric field (in N/C) at P when g = 4.39 nC and g2 = 1.37 nC.In a physics experiment, we place three charges at the corners of an equilateral triangle, where q1 = 2.75 μC, q2= - 3.45 μC, and q3 = 3.25 μC. If I were to measure the electric field right between charges q1 and q2, what would I find?
- Two point charges are placed on the x-axis, +5.00 μC at the origin and -10.0 μC at x = 10.0 cm. (a) Find the electric field (magnitude and direction) on the x-axis at x = 6.00 cm.(b) : Draw a diagram and label the electric field vectors, including the net field vector, at point x = 6.00 cm. (Do not submit anything for part (b) on MasteringPhysics.)(c) Find the potential at x = 6.00 cm. k = 9.0 × 109 N ∙ m2/C2Problem: A square with a 5 cm side has a charge q1 = -10 micro C at its upper-right corner and a charge q2 = 10 micro C at its upper-left corner. There is no charge at the lower-left corner where a point A is placed, and there is no charge at the lower-right corner where a point B is placed. Draw the square showing the charges and points A and B. Draw E1 and E2 created by q1 and q2 at a point A. Calculate their magnitude, direction, and their components. Calculate the magnitude and the direction of their resultant vector.An infinitely long object consists of an inner cylinder of radius a which has a uniform positive volume charge density p > 0 and a concentric thin cylinder of radius b which has a uniform negative surface charge density o0 Figure 7: A cross-sectional view of two cylinders c) Calculate the electric field for r > b. b 0 <0 d) Calculate the electric potential difference for rSEE MORE QUESTIONS