Let p and q are statements. A biimplikasi is a compound statement with the form p if and only if q

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According to expert opinion, Logic is the study of the criteria for evaluating arguments-arguments to determine which arguments are valid and which are invalid, and make into between good argument to that is not good.
Withdrawal conclusion or inference is the process of getting a proposition that is drawn from one or more propositions, while propositions obtained must be justified why does my dishwasher smell by the proposition (proposition) the place interesting. Proposition obtained is called the conclusion. Withdrawal conclusions made on more than one proposition and if expressed in a language called the argument.
- Premise why does my dishwasher smell 2: Not feeling spicy. why does my dishwasher smell
If one or more false premises, then the conclusion of the argument is also wrong.
Truth table is a table showing systematically one after the values of truth as a combination daari simple propositions. Any combination of simple propositions tersbut or propositional variables, somewhat based on the value of the type of coupling or operator is used to combine.
Conjunction is symbolized logic operation "^" and read "and". why does my dishwasher smell From the statements p and q statements can be compiled statement "p ^ q" is read "p and q".
b. Disjunction [v]
Disjunction is a logical operation which is denoted "V" and read "or". From the statements p and q can be prepared statement "pv q" is read "p or q". Disjunction divided into two kinds of disjunction Inclusive and Exclusive disjunction.
Inclusive disjunction is if p and q are two per-statement why does my dishwasher smell then "pv q" is true (B) if p and q are both true worth, or one is false, otherwise "pv q" is false (S) if both worth wrong.
Exclusive disjunction is if p and q are two statements that "pvq" is true (B) if one is worth one (S) or a one-value (B), otherwise "pvq" is false (S) if both are true ( B) or both is false (S).
Used to replace coupling "not (not)" and a truth table as follows
Suppose there are two statements p and q, to show or prove that if p is true will make q is true, too, put the word "IF" why does my dishwasher smell before the first statement and then put the word "THEN" before the second statement to obtain a compound statement called " IMPLICATIONS / STATEMENT OF CONDITIONAL / CONDITIONAL / Hypothetical with the notation "=>".
Biimplikasi statement denoted by "ó" why does my dishwasher smell which means if and only if, abbreviated "JHJ" or "jikka". Biimplikasi "pq" is equivalent to "if p then q and if q then p", denoted as: (p ó q) ^ (q ó p).
Let p and q are statements. A biimplikasi is a compound statement with the form p if and only if q is denoted by p ó q. Biimplikasi p and q is true when both p and q are true or if both p and q is one; for other cases biimplikasi is wrong.
To avoid misinterpretations due to the ambiguity, compound proposition that will be bracketed so the propositions with the coupling-coupling inside the parentheses is called fully parenthesized expression (FPE). Atomic propositions contains one propositional variable or a propositional constants. Proposition maje