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contrapo

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The answer CONTRAPO has 0 possible clue(s) in existing crosswords.

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The word CONTRAPO is NOT valid in any word game. (Sorry, you cannot play CONTRAPO in Scrabble, Words With Friends etc)

There are 8 letters in CONTRAPO ( A1C3N1O1P3R1T1 )

To search all scrabble anagrams of CONTRAPO, to go: CONTRAPO?

Rearrange the letters in CONTRAPO and see some winning combinations

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Scrabble results that can be created with an extra letter added to CONTRAPO

CORPOSANT PROACTION COPATRONS

8 letters out of CONTRAPO

COPATRON

7 letters out of CONTRAPO

CARTOON CORANTO PATROON PRONOTA ROOTCAP

6 letters out of CONTRAPO

CANTOR CAPTOR CARTON CARTOP CONTRA CORONA CRATON CROTON PARTON PATRON PRONTO PROTON RACOON RATOON TARPON

5 letters out of CONTRAPO

ACORN ACTOR APORT APRON CANTO CAPON COAPT CONTO COOPT COPRA COTAN CROON NARCO OCTAN PANTO PORNO RACON TAROC TRONA TROOP

4 letters out of CONTRAPO

ARCO ATOP CANT CAPO CARN CARP CART COAT COON COOP COOT CORN CRAP CROP NARC NOTA ONTO ORCA PACT PANT PART POCO POON POOR PORN PORT PRAO PRAT PROA RANT RAPT RATO ROAN ROOT ROTA ROTO TACO TARN TARO TARP TOON TOPO TORA TORC TORN TORO TRAP TROP

3 letters out of CONTRAPO

ACT ANT APO APT ARC ART CAN CAP CAR CAT CON COO COP COR COT NAP NOO NOR NOT OAR OAT OCA ONO OOT OPT ORA ORC ORT PAC PAN PAR PAT POO POT PRO RAN RAP RAT ROC ROT TAN TAO TAP TAR TON TOO TOP TOR

2 letters out of CONTRAPO

AN AR AT NA NO ON OP OR PA TA TO

Searching in Dictionaries ...

Definitions of contrapo in various dictionaries:

CONTRAPO - In logic, contraposition is an inference that says that a conditional statement is logically equivalent to its contrapositive. The contrapositive of ...

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Contrapo might refer to
In logic, contraposition is an inference that says that a conditional statement is logically equivalent to its contrapositive. The contrapositive of the statement has its antecedent and consequent inverted and flipped: the contrapositive of
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* P
* →
* Q
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* {\displaystyle P\rightarrow Q}
* is thus
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* ¬
* Q
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* ¬
* P
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* {\displaystyle \neg Q\rightarrow \neg P}
* . For instance, the proposition "All cats are mammals" can be restated as the conditional "If something is a cat, then it is a mammal". Now, the law says that statement is identical to the contrapositive "If something is not a mammal, then it is not a cat."
* The contrapositive can be compared with three other relationships between conditional statements:* Inversion (the inverse),
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* ¬
* P
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* ¬
* Q
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* {\displaystyle \neg P\rightarrow \neg Q}
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* "If something is not a cat, then it is not a mammal." Unlike the contrapositive, the inverse's truth value is not at all dependent on whether or not the original proposition was true, as evidenced here. The inverse here is clearly not true.
* Conversion (the converse),
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* Q
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* P
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* {\displaystyle Q\rightarrow P}
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* "If something is a mammal, then it is a cat." The converse is actually the contrapositive of the inverse and so always has the same truth value as the inverse, which is not necessarily the same as that of the original proposition.
* Negation,
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* ¬
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* P
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* )
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* {\displaystyle \neg (P\rightarrow Q)}
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* "There exists a cat that is not a mammal. " If the negation is true, the original proposition (and by extension the contrapositive) is false. Here, of course, the negation is false.Note that if
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* P
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* {\displaystyle P\rightarrow Q}
* is true and we are given that Q is false,
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* Q
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* {\displaystyle \neg Q}
* , it can logically be concluded that P must be false,
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* ¬
* P
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* {\displaystyle \neg P}
* . This is often called the law of contrapositive, or the modus tollens rule of inference.
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