Find the flux in N.m².C-1 of a constant electric field E = (5.3180x10^3) i + (-5.514x10^3)j + (-1.5880x10^3) k N/C, passing through an area defined by the area vector A = (-4.7990x10^0) i + (-7.69x10^0)j + (4.2900x10^-1) k m².
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- A uniform electric field makes an angle of 60.0 with a flat surface. The area of the surface is 6.66 * 10^-4 m2. The resulting electric flux through the surface is 4.44 N . m2/C. Calculate the magnitude of the electric field.6. A solid non-conducting sphere of radius a= 4 cm has a uniformly distributed volumetric charge density p+= 3 nC/m³. It is surrounded by a non-conducting concentric spherical shell of internal radius b= 10 cm and external radius c= 13 cm, which has a uniformly distributed volumetric charge density p-=-3 nC/m³. +p Calculate the magnitude of the electric field for r= 1 cm. a) E= 8.6629 N/C b) E= 0.565 N/C c) E= 1.1299 N/C d) E= 0.4237 N/CA uniform electric field of magnitude 35,000 N/C makes an angle of 47° with a plane surface of area 0.0153 m². What is the electric flux through this surface?