At a certain location in the northern hemisphere, the earth's magnetic field has magnitude of `42 mu T` and points downwards at `53^(@)` to the vertical. Calculate the flux through a horizontal surface of area `2.5 m^(2).[sin 53^(@) = 0.8]`

At a certain location in the northern hemisphere, the earth.s magnetic field has a magnitude of 42 mu T and points downwards at 53^(@) to the vertical. Calculate the flux through a horizontal surface of area 2.5 m^(2) . [ sin 53^(@) = 0.8]

At a certain location in the northern hemisphere, the earth.s magnetic field has a magnitude of 42 muT and points downwards at 53^@ to the vertical. Calculate the flux through a horizontal surface of area 2.5 m^2. [sin 53^@ = 0.8]

At a certain location in the northern hemisphere, the earth.s magnetic field has a magnitude of 42 muT and points downwards at 53^@ to the vertical. Calculate the flux through a horizontal surface of area 2.5 m^2. [sin 53^@ = 0.8]

At certain location in the northern hemisphere, the earth's magnetic field has a magnitude of 42 muT and points down ward at 57^(@) to vertical. The flux through a horizontal surface of area 2.5 m^(2) will be- ("Given "cos 33^(@)=0.839, cos 57^(@)=0.545)

The magnetic field perpendicular to the plane of a loop of area 0.5 m^2 is 0.6 T . Calculate the magnetic flux through the loop (in weber)

The magnetic field perpendicular to the plane of a loop of area 0.1m^(2) is 0.2 T. Calculate the magnetic flux through the loop (in weber)

The magnetic field perpendicular to the plane of a loop of area 0.1m^(2) is 0.2 T. Calculate the magnetic flux through the loop (in weber)

The magnetic field perpendicular to the plane of a loop of area 0.1 m ^2 is 0.2 T . Calculate the magnetic flux through the loop (in weber)

Consider the hemispherical closed surface as shown in Fig. 3.19. if the hemisphere is a uniform magnetic field that makes an angle theta with the vertical, calculate the magnetic flux (a) through the flat surface S_(1) . (b) through the hemisphere surface S_(2) .

Consider the hemispherical closed surface as shown in Fig. 3.19. if the hemisphere is a uniform magnetic field that makes an angle theta with the vertical, calculate the magnetic flux (a) through the flat surface S_(1) . (b) through the hemisphere surface S_(2) .