self doubt

Question

there is a property implies in propositional logic i.e. --->

suppose p : he is honest , q : he is greedy ( anything u make according to u )

now p ---> q  can be represented as 1) if p then q

                                                             2) if p,q

                                                             3) a sufficent condition for q is p

                                                          4) q whenever p .

okk i find these 4 statements regarding to find p and q whenever there is astatement and we have to make table according to them.

IS THERE ANY MORE LIKE THEM ?IF THERE ARE THEN PLEASE TELL

because in statement they write something as-------- ram is HONEST whenever he is good then i mistakely take ram is good as p and other as q  and make truth table but it is wrong as see above 4th condition.

SO ANOTHER WAYS TO WRITE P-------> Q IF U HAVE ANY MORE THEN  PLZZZ COMMENT

AND PLZZZ ALSO TELL HOW R U IDENTIFYING THESE P AND Q

Comments

there are many more, you can see in the Kenneth rosen book.

---

i am mainly reading from wiki so plzz refer page no. or just screenshot them  and send here.

take ur time

---

from Kenneth Rosen

---

Shaik Masthan thanku : )