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Question 288035: Translate the following statements into logical expressions:
if l complete tenth class,then l can go to study intermediate or to study polytechnic.
Answer by amnd(23)   (Show Source):
You can put this solution on YOUR website! For implication, the statement p "implies" q (written as p-> q), which means: IF p THEN q, and can be written as: NOT p OR q. Meanwhile, y OR z can be written as (y U z)
"IF I complete tenth class, THEN [I can go to study intermediate OR to study polytechnic]"
Define the statements as:
a = I complete tenth class
b = I can go to study intermediate
c = I can go to study polytechnic
The statement can be simplified:
"IF a THEN (b OR c)"
and further to
"NOT a OR (b OR c)"
"NOT a OR b OR c"
~a U b U c
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