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Question: consider an lc circuit in which the charge on the...

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2 onsider an LC circuit, in which the charge on the capacitor as a function of time is given by Q(t) o cos (wt). Recall that w in this case is the angular frequency which depends on both the inductance and the capacitance, as can be seen on your formula sheet. From this expression you can see that at t 0, the charge on the capacitor is at a maximum. Suppose that the capacitor has a capacitance C 115 AuF and that the inductor has an inductance L 68 mH. Using this information, how much time would be required to complete half of a full cycle, i.e. the total time for the charge on the apacitor to reach a value of -Qo for the first time? nt, note that this time should correspond to half the period of the oscillation.
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