Magnetic field B in a cylindrical region of radius r varies according to the law `B = B_(0)t` as shown in the figure. A fixed conducting loop ABCDA of resistance R is lying in the region as show . The current flowing through the loop is

Magnetic field in cylindrical region of radius R in inward direction is as shown in figure.

Magnetic field in cylindrical region of radius R in inward direction is as shown in figure.

There exists a uniform magnetic field bar B = B_(0)t bar k in a region. A circular conducting loop of radius r and resistance R is placed with its plane in x-y plane. Determine the current through the loop and sense of the current.

There exists a uniform magnetic field bar B = B_(0)t bar k in a region. A circular conducting loop of radius r and resistance R is placed with its plane in x-y plane. Determine the current through the loop and sense of the current.

A uniform but time-varying magnetic field B(t) exists with in a circular region of radius a and is directed in to the plane of the paper as shown in the figure. The magnitude of the induced electric field at the point P at a distance r from the centre of the circular region

A non uniform magnetic field B=B_(0)that"i" in a region exists. A circular conducting loop of radius r and resistance R is placed with its plane in yz-plane. Determine the current through the loop and sense of the current.

A stationary circular loop of radius a is located in a magnetic field which varies with time from t = 0 to t = T according to law B = B_(0) t(T - t) . If plane of loop is normal to the direction of field and resistance of the loop is R, calculate magnitude of charge flown through the loop from instant t = 0 to the instant when current reverses its direction.

A stationary circular loop of radius a is located in a magnetic field which varies with time from t = 0 to t = T according to law B = B_(0) t(T - t) . If plane of loop is normal to the direction of field and resistance of the loop is R, calculate magnitude of charge flown through the loop from instant t = 0 to the instant when current reverses its direction.