The rectangular conducting loop below with mass m and total resistance R is placed in the region where the magnetic field is uniform below z=0 and zero above z=0, as shown. At time t=0, where exactly half of the loop is in the field region (z(t=0)=1/2), the loop is released from rest and allowed to fall due to gravity in the z-direction. Express your answers in terms of z(t). 7237 1) 2) 3) 4) Find the total flux out of the loop as a function of time t, after the loop is released. What is the magnitude of the induced current in the loop after it is released? What is the direction of the induced current (clockwise/counter-clockwise)? What happens when the loop is completely in the magnetic field? B=0 B=Bo ax W z(t) Z=0