Math help! Determine which, if any, of the three statements are equivalent.
a.) If you are fishing at 1 p.m., then you are driving a car at 1 p.m.
b.) You are not fishing at 1 p.m. or you are driving a car at 1 p.m.
c.) It is false that you are fishing at 1 p.m. and you are not driving a car at 1 p.m.
A,B,C are separate

Question

Math help! Determine which, if any, of the three statements are equivalent.
           a.)   If you are fishing at 1 p.m., then you are driving a car at 1 p.m.
            b.)  You are not fishing at 1 p.m. or you are driving a car at 1 p.m.
            c.)  It is false that you are fishing at 1 p.m. and you are not driving a car at 1 p.m.
 A,B,C are separate

perl · Answer

the proposition :  " if p then q " 
is equivalent to :  " not p  or q " 

in symbols

p -> q   =  ~p  v q  ,   where v = or

also  
p -> q  =  ~q -> ~p

juana02 · Answer

O. So in B since it uses or phrase isn't equilvalent according to the phrase?