\begin{tabular}{lll} \hline Column I & Column II & Column III \\ \hline (I) Voltage remains the ...
\begin{tabular}{lll}
\hline Column I & Column II & Column III \\
\hline (I) Voltage remains the same & (i) \\
across each resistor in the \\
circuit.
\end{tabular}
(II) Voltage across resistors in
(ii) a series connection will be
(K) Current will be the same which passes different. through each resistor.
(III) Voltage across resistors \( R_{2} \) and
(L) Current in the circuit is different \( R_{3} \) are same.
(IV) Voltage across resistors \( R_{1} \) and \( R_{2} \) are same.
(iv)
M) Current in the circuit is different through resistors \( R_{2} \) and \( R_{3} \).
There are mainly two types of combinations of resistors in a circuit, series and parallel. In the given table, Column I shows voltages of different arrangements of resistors, Column II shows different arrangement of resistors and Column III shows currents of different arrangements of resistors
What are the conditions when resistor is in the parallel network?
(A) (I) (ii) \( (\mathrm{J}) \)
(B) (IV) (ii) (M)
(C) (II) (ii) (J)
(D) (I) (iii) (J)
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