{ "dictype": "WikiDicScrap", "error": false, "code": 200, "json": { "type": "wiki", "pronunciations": { "phonetic": [ "dɪˈgri" ], "listenurl": [ { "lang": "Audio (US)", "url": "/var/www/html/blab/dic/audio/us/degree.ogg" }, { "lang": "Audio (US)", "url": "/var/www/html/blab/dic/audio/us/degree.mp3" }, { "lang": "Audio (UK)", "url": "/var/www/html/blab/dic/audio/uk/degree.ogg" }, { "lang": "Audio (UK)", "url": "/var/www/html/blab/dic/audio/uk/degree.mp3" } ] }, "meansorg": { "etymologies": [ "From Middle English degre, borrowed from Old French degré (French: degré), itself from Latin gradus, with the prefix de-." ], "typelist": [ { "name": "Noun", "meanlist": [ { "mean": "A stage of proficiency or qualification in a course of study, now especially an award bestowed by a university or, in some countries, a college, as a certification of academic achievement. (In the United States, can include secondary schools.) \nShe has two bachelor's degrees and is studying towards a master's degree." }, { "mean": "(geometry) A unit of measurement of angle equal to 1⁄360 of a circle's circumference. \nA right angle is a ninety-degree angle.\nMost humans have a field of vision of almost 180 degrees." }, { "mean": "(physics) A unit of measurement of temperature on any of several scales, such as Celsius or Fahrenheit. \n180 degrees Fahrenheit is equivalent to 100 degrees Celsius.\nWater boils at 100 degrees Celsius." }, { "mean": "(algebra) The sum of the exponents of a term; the order of a polynomial. \nA quadratic polynomial is a polynomial of degree 2." }, { "mean": "(algebra, field theory) The dimensionality of a field extension.\nThe set of complex numbers constitutes a field extension of degree 2 over the real numbers.\nThe Galois field \n\n\n\nGF\n⁡\n(\n125\n)\n=\nGF\n⁡\n(\n\n5\n\n3\n\n\n)\n\n\n{\\displaystyle \\operatorname {GF} (125)=\\operatorname {GF} (5^{3})}\n\nhas degree 3 over its subfield \n\n\n\nGF\n⁡\n(\n5\n)\n.\n\n\n{\\displaystyle \\operatorname {GF} (5).}" }, { "mean": "(graph theory) The number of edges that a vertex takes part in; a valency." }, { "mean": "(logic) The number of logical connectives in a formula." }, { "mean": "(surveying) The curvature of a circular arc, expressed as the angle subtended by a fixed length of arc or chord." }, { "mean": "(geography) A unit of measurement of latitude and longitude which together identify a location on the Earth's surface." }, { "mean": "(grammar) Any of the three stages (positive, comparative, superlative) in the comparison of an adjective or an adverb." }, { "mean": "(obsolete outside heraldry) A step on a set of stairs; the rung of a ladder." }, { "mean": "An individual step, or stage, in any process or scale of values." }, { "mean": "A stage of rank or privilege; social standing. \n1526, , The Newe Testamẽt  (Tyndale Bible), , →OCLC, The Gospell off S. Luke xx:, folio cx, recto:And they axed hym ſayinge: Maſter / we knowe that thou ſayest / and teacheſt ryght / nether conſidereſt thou eny mãnes degre / but teacheſt the waye of god truely.\n1593, anonymous, The Life and Death of Iacke Straw , Act I:But when Adam delued, and Eue ſpan,VVho was then a Gentleman.Brethren, brethren, it were better to haue this communitie,Then to haue this difference in degrees:The landlord his rent, the lawyer his fees.So quickly the poore mans ſubſtance is ſpent" }, { "mean": "(genealogy) A ‘step’ in genealogical descent. \n2002, Colin Jones, The Great Nation, Penguin 2003, page 140:\nLouis created the École militaire in Paris in 1751, in which 500 scholarships were designated for noblemen able to prove four degrees of noble status." }, { "mean": "(now rare) One's relative state or experience; way, manner. \n1851, Herman Melville, Moby-Dick:If they but knew it, almost all men in their degree, some time or other, cherish very nearly the same feelings towards the ocean with me." }, { "mean": "The amount that an entity possesses a certain property; relative intensity, extent. \n1897 December (indicated as 1898), Winston Churchill, chapter I, in The Celebrity: An Episode, New York, N.Y.: The Macmillan Company; London: Macmillan & Co., Ltd., →OCLC:In the old days, to my commonplace and unobserving mind, he gave no evidences of genius whatsoever. He never read me any of his manuscripts, , and therefore my lack of detection of his promise may in some degree be pardoned.\nTo what degree do the two accounts of the accident concur?\nMarch 11 2022, David Hytner, “Chelsea are in crisis but there is no will to leave club on their knees”, in The Guardian‎:Then there are the sums that Abramovich would be permitted to invest within the parameters of the profit and sustainability rules – £105m over a rolling three-year period. That, plainly, has stopped and so, to repeat, it is imperative that the transfer of ownership happens with a degree of speed." } ] }, { "name": "See_also", "meanlist": [ { "mean": "Other terms used in arithmetic operations:\n\n\nsuccessor\naddition, summation:\n(augend) + (addend) = (total)\n(summand) + (summand) + (summand)... = (sum)\nsubtraction:\n(minuend) − (subtrahend) = (difference)\nmultiplication, factorization:\n(multiplier) × (multiplicand) = (product)\n(factor) × (factor) × (factor)... = (product)\ndivision:\n(dividend) ÷ (divisor) = (quotient)\n(numerator) / (denominator) = (quotient)\nOr sometimes = (quotient) with (remainder) remaining\nexponentiation:\n(base) (exponent) = (power)\nroot extraction:\n(degree) √(radicand) = (root)\nlogarithmization:\nlog(base) (antilogarithm) = (logarithm)\n\nAdvanced hyperoperations: tetration, pentation, hexation" } ] } ] }, "meanskor": { "etymologies": [ "" ], "typelist": [ { "name": "명사", "meanlist": [ { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" }, { "mean": "" } ] }, { "name": "참고_참고", "meanlist": [ { "mean": "" } ] } ] } } }