(a) The electric field in a certain region is E = (-4.0k) N/C. Determine the electric...
(a) The electric field in a certain region is E (4.0)) N/C. Determine the electric flux due to this freld through an area represented by the vector A (1.51-7.k) m 29 How is the flux defined in terms of the electric field vector, and the area vector? Review dot product rules. N·m2/C (b) Determine the flux due to the same electric field when the surface orientation has changed such that the area is now represented by the vector A -(1.51-7.3)...
(a) The electric field in a certain region is E = (-4,0 ) NC Determine the electric flux due to this field through an area represented by the vector A = 4.8-5.0k) m2 (b) Determine the flux due to the same electric field when the surface orientation has changed such that the area is now represented by the vector A = (4.8↑-5.0j) m2. N m2/c
A cube of side L-3.2 m lies in a region where the electric field is given by E-2 7+5.4)i -4.0k N/C. We wish to find the net electric flux through the cube by first calculating the flux through each of (a) What is the flux through the left face of the cube? N-m2/C (b) What is the flux through the right face of the cube? N m2/c (c) What is the flux through the top face of the cube? (d)...
consider the uniform electric field E = 5.0 + 4.0k) 103 N/С. what is its electric flux (in N·m2/C) through a circular area of radius 3.0 m that lies in the xy-plane? (Enter the magnitude.)
In a certain region, the magnetic field is represented by the equation B = (a + bt)ſ, where a = 3.50 mt and b = 4.30 mT/s. A circular coil of area 1.90 x 10-3 m2 and N = 5 turns is oriented in the x-z (horizontal) plane in this field region. Due to the change in magnetic flux, charge passes by a given point in the circuit at a rate of 6.45 mc/s. Determine the resistance of the coil....
For the electric field: E = (10 i + 20y j) N/C, what is the electric flux through ?a 2.0 m^2 portion of the xy-plane 40 Nm2/C. O 20 Nm2/C. O 50 Nm2/C. O zero O
A flat surface of area 3.10 m2 is rotated in a uniform electric field of magnitude E = 5.20 105 N/C. (a) Determine the electric flux through this area when the electric field is perpendicular to the surface. N · m2/C (b) Determine the electric flux through this area when the electric field is parallel to the surface. N · m2/C
ere is an electric flux of 33.5 N-m2 / C through the square region shown in the figure to the right. Each side of the square has a length of 0.100 m, and the electric field is at an angle of ? = 55.0% relative to the plane of the surface. Assuming that the field is uniform over the region shown, what is the magnitude of the electric field? I1 Number N/ C
A uniform electric field of magnitude E = 465 N/C makes an angle of θ = 61.5° with a plane surface of area A = 3.55 m2 as in the figure below. Find the electric flux through this surface.
There is an electric flux of 25.5 N*m2/C through the square region shown in the figure to the right. Each side of the square has a length of .100 m, and the electric field is at an angle of feta= 61 degrees relative to the plane of the surface. Assuming that the field is uniform over the region shown, what is the magnitude of the electric field? There is an electric flux of 25.5 N*m^2/C through the square region shown...