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Find the symbolic form of the given swit...

Find the symbolic form of the given switching
circuit . Construct its switching table and interpret your result .

Text Solution

Verified by Experts

Let p : The switch ` S_(1)` is closed
q : The switch ` S_(2)` is closed
~ p : The switch ` S'_(1)` is closed
~ q : The switch ` S'_(2)` is closed
Hence, symbolic form of give switching circuit will
be , ` (p vv q ) ^^ (~p ^^ ~q)`
The switching table will be as follows :

All zeos in last result column shows that given
circuit won't work and hence lamp don't light
irrespective of the status of switches .
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Knowledge Check

  • In the circuit shows in Fig the switch is closed at t = 0 .

    A
    At `t = 0,I_(1) = I_(2) = 0`
    B
    At any time `t, (I_(0))/(I_(2)) = (L_(2))/(L_(1))`
    C
    At any time t, `I_(1) + I_(2) = (epsilon)/(R )`
    D
    At `t = oo, I_(1)` and `I_(2)` are independent of `L_(1)` and `L_(2)`
  • The switching circuit for the statement p ^^ q ^^ r is

    A
    B
    C
    D
  • In the circuit shown above, when then switch S is closed,

    A
    no charge flows through S
    B
    charge flows from A to B
    C
    charge flows from B to A
    D
    charge flows initially from A to B and later from B to A
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