How would you represent the following with the help of logical connectives : p : You will get an A on the final exam q: you do every excercise in this book r: you get an A in this class Then how would you write : you will get an A on the final but you dont do every excercise in this book nevertheless you get an A in this class .

Translate in 2 ways each of these logical expression using predicate quantifiers and logical connectives First take domain as student in your class Second : let the domain be all people a) Every body in your class has cellular phone : b) Somebody in your class has seen a ... cannot swim d) All student in your class can solve quadratic equation e) Some student in your class does not want to be rich

If i have a statement like : "No large birds live on honey" where domain is set of all Birds Here let Q(x) : x is a large bird R(x) : lives on honey CAn i write this is ∀x (∽Q(x)-->R(x)) ..is it right ? and what about this ∀x (Q(x)-->∽R(x))