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Deemed vs Valid - What's the difference?

deemed | valid |

As a verb deemed

is (deem).

As an adjective valid is

valid.

deemed

English

Verb

(head)
  • (deem)

  • deem

    English

    Verb

    (en verb)
  • (obsolete) To judge; pass judgement on; sentence; doom.
  • (obsolete) To adjudge; decree.
  • (obsolete) To dispense (justice); administer (law).
  • (ambitransitive) To think, judge, or hold as an opinion; decide or believe on consideration; suppose.
  • * Emerson
  • And deemest thou as those who pore, / With aged eyes, short way before?
  • To hold in belief or estimation; adjudge as a conclusion; regard as being; evaluate according to one's beliefs; account.
  • She deemed his efforts insufficient.
  • To have or hold as a (personal) opinion; judge; think.
  • Synonyms

    * judge * consider; see also

    Derived terms

    * * * * * *

    Noun

    (en noun)
  • An opinion; judgement; surmise.
  • Anagrams

    * * * ----

    valid

    English

    Adjective

    (en adjective)
  • Well grounded or justifiable, pertinent.
  • *{{quote-magazine, year=2012, month=March-April
  • , author=(Jan Sapp) , title=Race Finished , volume=100, issue=2, page=164 , magazine=(American Scientist) citation , passage=Few concepts are as emotionally charged as that of race. The word conjures up a mixture of associations—culture, ethnicity, genetics, subjugation, exclusion and persecution. But is the tragic history of efforts to define groups of people by race really a matter of the misuse of science, the abuse of a valid biological concept?}}
    I will believe him as soon as he offers a valid answer.
  • Acceptable, proper or correct.
  • A valid format for the date is MM/DD/YY.
    Do not drive without a valid license.
  • Related to the current topic, or presented within context, relevant.
  • (logic) Of a formula or system: such that it evaluates to true regardless of the input values.
  • (logic) Of an argument: whose conclusion is always true whenever its premises are true.
  • An argument is valid if and only if the set consisting of both (1) all of its premises and (2) the contradictory of its conclusion is inconsistent.

    Antonyms

    * invalid

    Hyponyms

    * sound