3. Calculate the energy stored by a charged capacitor in lµF with an open circuit (loop resistance R=∞) voltage in 10V and a charged inductor in 10mH with a short circuit (loop resistance R=0) current in 100mA, respectively. Which component (capacitor or inductor) should be chosen as the source to drive the load with a resistance of (a) 1Q and (b) 1kQ, respectively, so that the discharge time will be longer?
3. Calculate the energy stored by a charged capacitor in lµF with an open circuit (loop resistance R=∞) voltage in 10V and a charged inductor in 10mH with a short circuit (loop resistance R=0) current in 100mA, respectively. Which component (capacitor or inductor) should be chosen as the source to drive the load with a resistance of (a) 1Q and (b) 1kQ, respectively, so that the discharge time will be longer?
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Transcribed Image Text:3. Calculate the energy stored by a charged capacitor in lµF with an open circuit
(loop resistance R=") voltage in 10V and a charged inductor in 10mH with a short
circuit (loop resistance R=0) current in 100mA, respectively. Which component
(capacitor or inductor) should be chosen as the source to drive the load with a
resistance of (a) 12 and (b) lk, respectively, so that the discharge time will be
longer?
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