A ring of charge with radius 0.5 m has 0.002π m gap. If the ring carries a charge of +1 C, the electric field at the center is
7.5×107NC−1
7.2×107NC−1
6.2×107NC−1
6.5×107NC−1
Charge on the element opposite to the gap is
dq=Q2πr(0.002π)⇒dq=12π(0.5)×2π1000=2×10−3C∴E=kqr2=9×109×2×10−3(0.5)2=7.2×107NC−1