The coil of a tangent galvanometer has 50 turns of mean diameter 20 cm. Find the current required to produce a deflection of `30^(@)`. Given `B_(H)`=0.3 G.

The radius of the coil of a Tangent galvanometer, which has 10 turns, is 0.1 m. The current required to produce a deflection of 60^(@) (B_(H)=4xx10^(-5)T) is

In a tangent galvanometer a current of 0.1 A produces a deflection of 30^(@) . The current required to produce a deflection of 60^(@) is

The radius of tangent galvanometer coil is 16 cm. Find the number of turn in its coil if a current of 40 mA is required to produce a deflection of 30^(@) in it from magnetic meridian. Horizontal component of earth's magnetic field is 36 xx 10^(-6)T .

The radius of the coil of a tangent galvanometer is 16cm . How many turns of the wire should be used if a current of 40mA is to produce a deflection of 45^@ . Given, horizotnal component of earth's field is 0*36xx10^-4T.

Calculate the current through a tangent galvanometer whose cells has 50 turns and a mean diameter of 22 cm when the needle is deflected through 30^(@) at a place where H=30 Am^(-1)

The coil in a tangent galvanometer is 16cm in radius. How many turns of the wire should be wound on it if a current of 20mA is to produce a deflection of 45^@ ? Take horizontal component of earth's field =0*36xx10^-4T .

A current of 10 A produces a deflection of 45^(@) in a tangent galvanometer. What is the value of the current which will produce a deflection of 30^(@) in the same galvanometer?

When a current of 100 mu A is passed through the coil of a moving coil galvanometer, it is deflected through an angle of 15^(@) . Calculate the value of current required to cause a deflection of pi//20 radians. Also, calculate the sensitivity of the galvanometer.