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Q.
Switching function of the network is
Mathematical Reasoning
Solution:
Since, switches $a$ and $b$ and $a' \cdot b'$ and $c^{\prime}$ are parallel which is denoted by $a \wedge b$ and $ a' \wedge b' \wedge c^{\prime}$ respectively Now, $( a \wedge b), c$ and $\left(a' \wedge b' \wedge c^{\prime}\right)$ are connected in series, then switching function of complete network is $(a \wedge b) \vee c \vee \left(a^{\prime} \wedge b^{\prime} \wedge c^{\prime}\right)$
