A) \[p\wedge q\] is true
B) \[p\,\vee \tilde{\ }q\]is true
C) \[q\wedge q\]is true
D) \[p\Rightarrow q\]is true
Correct Answer: D
Solution :
[d] When p is false and q is true, then \[p\wedge q\] is false\[p\vee \sim q\] is false, (\[\therefore \] both p and \[\sim q\] are false) and \[q\Rightarrow p\]is also false, Only\[p\Rightarrow q\] is true.
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