Given three statements P: 5 is a prime number, Q : 7 is a factor of 192, R : The LCM of 5 & 7 is 35 Then which of the following statements are true (a) `Pvv(~Q^^R)` (b) `~P^^(~Q^^R)` (c) `(PvvQ)^^~R` (d) `~P^^(~Q^^R)`

Given three statements P: 5 is a prime number, Q:7 is a factor of 192, R:The LCM of 5 & 7 is 35 Then which of the following statements are true (a) Pv(~Q^^R) (b) ~P^^(~Q^^R) (c) (PvQ)^^~R (d) ~P^^(~Q^^R)

Given three statements P: 5 is a prime number, Q:7 is a factor of 192, R:The LCM of 5 & 7 is 35 Then which of the following statements are true (a) Pv(~Q^^R) (b) ~P^^(~Q^^R) (c) (PvQ)^^~R (d) ~P^^(~Q^^R)

Given three statements P: 5 is a prime number, Q:7 is a factor of 192, R:The LCM of 5 & 7 is 35 Then which of the following statements are true (a) P v (~Q^^R) (b) ~P^^(~Q^^R) (c) (PvQ)^^~R (d) ~P^^(~Q^^R)

Given three statements P:5 is a prime number,Q:7 is a factor of 192,R: The LCM of 5E7 is 35 Then which of the following statements are true (a) P vv(sim Q^^R)(b)sim P^^(sim Q^^R)(c)(P vv Q)^^sim R(d)sim P^^(sim Q^^R)

Given that P+Q+R=0 . Which of the following statement is true?

Given that P+Q+R=0 . Which of the following statement is true?

Consider the following three statements: P: 5 is a prime number Q: 7 is a factor of 192 R: L.C.M of 5 and 7 is 35 Then the truth value of which one of the following statement is true? (~ P) \vee (Q\wedge R) (~ P) \wedge (Q\wedge R) P \vee (~Q\wedge R) (P\wedge Q)\vee (~R)

Let p:57 is an odd prime number, q : 4 is a divisor of 12, r : 15 is the LCM of 3 and 5 be three simple logical statements. Which one of the following is true ? a) p vv (~ q ^^ r) b) ~p vv (q ^^ r) c) (p ^^ q) vv ~ r d) (p vv q) ^^ ~r

If p, q are true and r is false statement then which of the following is true statement?