A) \[\left( p\vee \sim q \right)\vee \left( \sim p\vee q \right)\]
B) \[\left( p\vee \sim q \right)\wedge \left( \sim p\vee q \right)\]
C) \[\left( p\wedge \sim q \right)\wedge \left( \sim p\vee q \right)\]
D) \[\left( p\wedge \sim q \right)\wedge \left( p\vee \sim q \right)\]
Correct Answer: B
Solution :
Let S: \[r=2.5\Omega \] \[{{p}_{1}}={{V}_{1}}{{l}_{1}}\] \[{{E}_{t}}={{p}_{1}}{{t}_{1}}\] \[{{E}_{1}}={{V}_{1}}{{l}_{1}}{{t}_{1}}=15\times 10\times 8\] \[{{p}_{1}}={{V}_{1}}{{l}_{1}}\] \[{{E}_{t}}={{p}_{1}}{{t}_{1}}\] \[{{E}_{1}}={{V}_{1}}{{l}_{1}}{{t}_{1}}=15\times 10\times 8\]
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