A rod of cross sectional area `10cm^(2)` is placed with its length parallel to a magnetic field of intensity `100 A//M` the flux through the rod is `10^(4)`webers. The the permeability of material of rod is

A rod of cross sectional area 10cm^(2) is placed with its length parallel to a magnetic field of intensity 1000 A//M the flux through the rod is 10^(4) webers. The the permeability of material of rod is

A rod of cross sectional area 10cm^(2) is placed with its length parallel to a magnetic field of intensity 1000 A/M the flux through the rod is 10^(4) webers. Then the permeability of material of rod is

An iron rod of cross sectional area 4sqcm is placed with its length parallel to a magnetic field of intensity 1600amp/m .The flux through the rod is 4times10^(-4) weber.The permeability of the material of the rod is (In weber/amp-m)

An iron rod of cross-section area 4cm^(2) is placed with its length along a magnetic field of intensity 1200 S m^(-1) . The flux through the rod is 40xx10^(-4)Wb . The permeability of the rod is

A iron rod is placed parallel to magnetic field of intensity 2000 A/m The magnetic flux through the rod is 6xx10^(-4) Wb its cross sectional area is 3 cm^(2) The magnetic permeability of the rod in Wb/A -m is

An iron rod is placed parallel to magnetic field of intensity 2000 Am^-1 . The magnetic flux through the rod is 6xx 10^-1 Wb and its cross-sectional area is 3 cm^2 . The magnetic permeability of the rod in Wb A^-1 m^-1 is

A rod of magnetic material of cross section 0.25 cm^(2) is located in (4000 A / m) magnetizing field. Magnetic flux passes through the rod is 25 xx 10^(6) Wb . Find out magnetic susceptibility for the rod

The magnetic susceptibility of a rod is 499 . The absolute permeability of vacuum is 4pixx10^(-7)H//m . The absolute permeability of the material of the rod is

A rod of 10 cm length is moving perpendicular to uniform magnetic field of intensity 5xx10^(-4)"Wbm"^(-2) . If the acceleration of the rod is 5ms^(-1) , then the rate of increase of induced emf is