Given: C=2μF,E=1102sin(100t). The capacitive reactance is: XC=ωC1, where ω=100rad/s and C=2×10−6F. Substitute: XC=100⋅2×10−61=2×10−41=5000Ω. The peak current is: i0=XCE0, where E0=1102V. Substitute: i0=50001102. The RMS value of current is:irms=2i0. Substitute:irms=500021102=5000110. Simplify:irms=5000110A=22mA. Thus, the RMS value of current in the circuit is:irms=22mA.