voltage is given as a function of time by=V(t) = Vo cos(wt). The main challenge is to apply yourknowledge of the basic properties of resistors, inductors,and capacitors to these "single-element" AC circuits tofind the current I (t) through each. The key is tounderstand the phase difference, also known as thephase angle, between the voltage and the current. It isimportant to take into account the sign of the current,which will be called positive when it flows clockwise fromthe b terminal (which has positive voltage relative to the aterminal) to the a terminal (see figure). The sign is criticalin the analysis of circuits containing combinations ofresistors, capacitors, and inductors.(Figure 1)Figure+(1)-1 (t)(2)I(t)-L00001 of 1(3)1(t)-6aPart FNow consider a capacitor with capacitance C connected to an AC source (diagram 3). If the AC source provides a voltageVc (t) = Vo cos(wt), what is the current Ic (t) through the capacitor as a function of time?Express your answer in terms of Vo, C, w and t. Use the cosine function with a phase shift, not the sine function, in your answer.► View Available Hint(s)Ic (t) =SubmitPart G— ΑΣΦReviewConsider the capacitor in diagram 3. Which of the following statements is true at the moment the alternating voltage across the capacitor iszero?► View Available Hint(s)The current must be directed clockwiseShow All1X

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Answered: Part F Now consider a capacitor with…

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