A solenoid of length 50 cm with 20 turns per cm and area of cross section 40 `cm^(2)` comletely surrounds another co-axial solenoid of the same length, area of cross seciton `25 cm^(2)` with 25 turns per cm. Calculate the mutual inductance of the system.

A solenoid of lenght 30 cm with 10 turns per centimetre and area of cross-section 40cm^(2) completely surrounds another co-axial solenoid of same length, area of cross-section 20cm^(2) with 40 turns per centimetre. The mutual inductance of the system is

A solenoid of length 60 cm with 25 turns per cm and area of cross section 50 cm^(2) completely surrounds another solenoid, placed coaxially with it, of same length, area of cross section 30 cm^(2) with 15 turns per cm. What will be the mutual inductance of the system?

A coil having 800 turns, area of cross section 12 cm^(2) and 15 cm long is connected in series with another coil having 500 turns, area of cross section 10 cm^(2) and 10 cm long. Calculate the net inductance of the system.

The inductance of a solenoid 0.5m long of cross-sectional area 20cm^(2) and with 500 turns is

A toroid of 1000 turns has an average radius of 10 cm and area of cross section 15 cm^(2) . Calculate the self-inductance of the toroid.

The self inductance of a solenoid of length L, area of cross-section A and having N turns is-

For a toroid N = 500, radius = 40 cm, and area of cross section =10cm^(2) . Find inductance

What is the self - inductance of a solenoid of length 40 cm , area of cross - section 20 cm ^(2) and total number of turns 800 .

A solenoid of length 20cm, area of cross- section 4.0 cm^2 and having 4000 turns is placed inside another solenoid of 2000 turns having a cross - sectional area 8.0cm ^2 and length 10 cm. Find the mutual inductance between the solenoids.

A solenoid is of length 50 cm and has a radius of 2cm . It has 500 turns. Around its central section a coil of 50 turns is wound. Calculate the mutual inductance of the system.