Let p be the statement "Raj likes tennis". Let q be "Raj likes football" and let r be "Raj likes cricket" Write each of the in symbolic form:
Raj likes tennis or football or cricket

Let p be the statement "Raj likes tennis". Let q be "Raj likes football" and let r be "Raj likes cricket" Wirite each of the in symbolic form: Raj likes tennis but not football and cricket

Let P be the statement, " Anish likes Kiran, " and let q be the statement, " Kiran likes Anish . " Write in words . ~(p^^ q)

Let P be the statement, " Anish likes Kiran, " and let q be the statement, " Kiran likes Anish . " Write in words . ~p^^~q.

Let P be the statement, " Anish likes Kiran, " and let q be the statement, " Kiran likes Anish . " Write in words . ~pvv~q

Let p, q and r be three statements, then (~p to q) to r is equivalent to

Let p be " I will marry her," and let q be " she is beautiful." Translate into symbolic form. If she is beautiful, then I will marry her.

Let p be " Shruti can type," and let q be "Shruti takes shorthand." Write the following statements in Symbolic form : Shruti can neither type nor take shorthand.

Let p be " I will marry her," and let q be " she is beautiful." Translate into symbolic form. If she is beautiful, then I will not marry her.

Let p be " I will marry her," and let q be " she is beautiful." Translate into symbolic form. If I will marry her, then she is beautiful.

Use p : Ramesh is rich , q : Pradeep is poor. Think of " poor " as " not rich " , and write each of these statements in symbolic form. Ramesh is poor and pradeep is rich.