| Direction: For the following questions, choose the correct answers from the codes [a], [b], [c] and [d] defined as follows. |
| Consider the statements |
| p: Delhi is in India, |
| q: Mumbai is not in Italy. |
| Statement I The negation of the statement \[p\vee q\] Delhi is not in India and Mumbai is in Italy'. |
| Statement II For any two statements p and \[q\,\sim (p\vee q)\,=\,\sim \,p\,\vee \sim q\] |
A) Statement I is true. Statement II is also true and Statement n is the correct explanation of Statement I.
B) Statement I is true. Statement II is also true and Statement n is not the correct explanation of Statement I.
C) Statement I is true. Statement II is false.
D) Statement I is false. Statement II is true.
Correct Answer: C
Solution :
\[\sim \,(p\wedge q)=\sim p\wedge \sim q\] \[\therefore \] Delhi is not in India and Mumbai is in Italy.
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