noun (Math.) The act or process of applying general principles or formulæ to the explanation of the results obtained in special cases. from Wiktionary, Creative Commons Attribution/Share-Alike License. noun countable An act of interpreting or explaining what is obscure; a translation; a versio...
The literal meaning of the sentence is, "she has money." The two negatives, "not" and "no" cancel each other out to form a positive, the presence of money. This is similar to the rule in math that two negatives result in a positive. For example, negative three times negative two ...
3.GrammarA word or part of a word, such asno, not,ornon-,that indicates negation. See Usage Note atdouble negative. 4.The side in a debate that contradicts or opposes the question being debated. 5. a.An image in which the light areas of the object rendered appear dark and the dark...
to negate to deny to reject negative (answer) negation Example UsageShowStrokes 定论Trad.定論 dìng lùn final conclusion accepted argument Example UsageShowStrokes 恒定Trad.恆定 héng dìng constant Example Usage 判定 pàn dìng to judge to decide judgment determination ...
Each part of the argument has its own column in the truth table, including negations. Most arguments have premises or hypotheses and a conclusion. For example: "If I have presents, then I need to wrap them. I have presents. Therefore, I need to wrap them." In this case, there are ...
The inverse of “p → q” is “~p → ~q,” where “” denotes negation (opposite). It negates both the antecedent (p) and the consequent (q). So, if the original statement says “if p, then q,” the inverse says “if not p, then not q.” ...
15. to translate or change the form of: They did the book into a movie. 16. to study or work at or in the field of: I have to do my math tonight. 17. to explore or travel through as a sightseer: They did Greece in 3 weeks. 18. to use (drugs), esp. habitually. 19. Sla...
negation The term 'negation' as it applies to the area of basic math can be defined as 'statements meaning not or the opposite of; for any given statement , its negation is the statement , ~ (not ) whose truth value is the opposite of the truth value of '....
Benefits of Learning Mathematics from Testbook Testbook creates well curated notes that are organized and caters to the conceptual needs of all the students. The topics are designed in a way that they offer detailed information starting from the very basic to the advanced levels. ...
When an axiomatic system is consistent, then the system will NOT be able to prove both a statement and its negation. The consistent system will prove either the statement or its negative, but not both. If it did, then it would contradict itself. For example, if an axiomatic system was ...