In an electrical circuit with low active resistance containing a capacitor with a capacity of 0.2 μF and a coil with an inductance of 1 mH, the current strength at resonance changes according to the law l = 0.02sinωt. Find the instantaneous current value, as well as the instantaneous voltage values on the capacitor and coil after 1/3 of the period from the beginning of the oscillations. Construct graphs of current and voltage versus time.
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