Question 288035
For implication, the statement <i>p</i> "implies" <i>q</i> (written as p-> q), which means: IF <i>p</i> THEN <i>q</i>, and can be written as: NOT <i>p</i> OR  <i>q</i>. Meanwhile, <i>y</i> OR <i>z</i> 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