Question
[c++] Determine which of the following equivalences are valid by evaluating both sides of the equivalence relation for every value of , , and as
[c++]
Determine which of the following equivalences are valid by evaluating both sides of the equivalence relation for every value of , , and as shown in the sample output.
(Use of the C++ Standard Template Library is prohibited in the implementation of this project)
1. (( ) ( ))
2. ( )
3. (( ) ( ))
4. ( ) ( )
Your program must compute the truth values on both sides of the equivalence operator and determine if, for each value of , , and , the expressions are equivalent
Output Specifications: Let be a mathematical symbol and let be the symbol that is displayed by project
P M P M P
* + ~
^ ->
= ==
Sample Output:
Equivalence: p->q === ~p+q
p q p->q <-> ~p+q
0 0 1 1 1
0 1 1 1 1
1 0 0 1 0
1 1 1 1 1
p->q is equivalent to ~p+q
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