Consider an ideal transformer with $N_{1}=3000$ and $N_{2}=500$ turns. Let winding 1 be connected to a source whose voltage is $e_{1}(t)=100(1-|t|)$ volts for $-1 \leq t \leq 1$ and $e_{1}(t)=0$ for $|t|1$ second. A 3 -farad capacitor is connected across winding 2 . Sketch $e_{1}(t), e_{2}(t), i_{1}(t)$, and $i_{2}(t)$ versus time $t$.

Question

Consider an ideal transformer with $N_{1}=3000$ and $N_{2}=500$ turns. Let winding 1 be connected to a source whose voltage is $e_{1}(t)=100(1-|t|)$ volts for $-1 \leq t \leq 1$ and $e_{1}(t)=0$ for $|t|>1$ second. A 3 -farad capacitor is connected across winding 2 . Sketch $e_{1}(t), e_{2}(t), i_{1}(t)$, and $i_{2}(t)$ versus time $t$.

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Consider an Ideal Transformer With N1=3000N_{1}=3000N1​=3000 And N2=500N_{2}=500N2​=500 Turns Let Winding 1 Be Connected to a Source Whose

Consider an Ideal Transformer With $N_{1}=3000$ And $N_{2}=500$ Turns Let Winding 1 Be Connected to a Source Whose