There is an electric flux of 34.5 N⋅m2/C through the square region sho

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There is an electric flux of 34.5 N⋅m2/C through the square region shown in the figure. Each side of the square has a length of 0.100 m, n^ is the unit vector normal to the plane of the surface, and the electric field is at an angle of θ = 59.0∘ relative to the plane of the surface. Assuming that the field is uniform over the region shown, what is the magnitude E of the electric field? E = N/C

There is an electric flux of 34.5 N⋅m2/C through the square region shown in the figure. Each side of the square has a length of 0.100 m, n^ is the unit vector normal to the plane of the surface, and the electric field is at an angle of θ = 59.0∘ relative to the plane of the surface. Assuming that the field is uniform over the region shown, what is the magnitude E of the electric field? E = N/C

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There is an electric flux of

34.5 N \cdot m^{2} / C

through the square region shown in the figure. Each side of the square has a length of

0.100 m, \hat{n}

is the unit vector normal to the plane of the surface, and the electric field is at an angle of

θ = {59.0}^{\circ}

relative to the plane of the surface.

Assuming that the field is uniform over the region shown, what is the magnitude

E

of the electric field?

E = \underset{Enter numeric value}{\underset{⏟}{◻}} N / C

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