A sphere of mass "50gm" is suspended by a string in an electric field of intensity `5NC^(1)`acting vertically upward.If the tension in the string is "520 millinewton,the charge on the sphere is "(`g=10ms^(-2))`]

A sphere of mass 50 gm is suspended by a string in an electric field of intensity 5NC^(-1) acting vertically upward. If the tension in the string is 520 millinewton, the charge on the sphere is (g = 10ms^(-2))

A sphere of mass 50 gm is suspended by a string in an electric field of intensity 5NC^(-1) acting vertically upward. If the tension in the string is 520 millinewton, the charge on the sphere is (g = 10ms^(-2))

A sphere of mass 50gm is suspended by a string in an electric field of intensity 5NC^(-1) acting vertically upward. If the tension in the string is 520 milli newton, the charge on the sphere is (g = 10 ms^(-2))

A "0.50gm" ball carries a charge of magnitude 10 mu C" It is suspended by a string in a downward electric field of intensity "300N/C" .If the charge on the ball is positive,then the tension in the string is g=10ms^(-2)

A small sphere of mass 1g carries a charge of + 6 muC . The sphere is suspended by a string in an electric field of 400 NC^(-1) acting downwards. Calculate tension in the string. What will be the tension if charge on the sphere were -6 muC ?

A 0.50 gm ball carries a charge of magnitude 10mu C . It is suspended by a string in a downward electric field of intensity 300N/C. If the charge on the ball is positive, then the tension in the string is (g = 10 ms^(-2))