NOUN
  • Definition - 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.)
  • Example - She has two bachelor's degrees and is studying towards a master's degree.
  • Definition - A unit of measurement of angle equal to 1/360 of a circle's circumference.
  • Example - A right angle is a ninety-degree angle.
  • Definition - A unit of measurement of temperature on any of several scales, such as Celsius or Fahrenheit.
  • Example - 180 degrees Fahrenheit is equivalent to 100 degrees Celsius.
  • Definition - The sum of the exponents of a term; the order of a polynomial.
  • Example - A quadratic polynomial is a polynomial of degree 2.
  • Definition - The dimensionality of a field extension.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - The number of edges that a vertex takes part in; a valency.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - The number of logical connectives in a formula.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - The curvature of a circular arc, expressed as the angle subtended by a fixed length of arc or chord.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - A unit of measurement of latitude and longitude which together identify a location on the Earth's surface.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - (grammar) Any of the three stages (positive, comparative, superlative) in the comparison of an adjective or an adverb.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - (obsolete outside heraldry) A step on a set of stairs; the rung of a ladder.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - An individual step, or stage, in any process or scale of values.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - A stage of rank or privilege; social standing.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - (genealogy) A ‘step’ in genealogical descent.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - One's relative state or experience; way, manner.
  • Example - The Galois field \operatorname{GF}(125) = \operatorname{GF}(5^3) has degree 3 over its subfield \operatorname{GF}(5).
  • Definition - The amount that an entity possesses a certain property; relative intensity, extent.
  • Example - To what degree do the two accounts of the accident concur?
Words in your word
7 Letter Words
degrees 9
6 Letter Words
degree 8 edgers 8 greeds 8 serged 8 reseed 7 seeder 7
5 Letter Words
dregs 7 edger 7 edges 7 greed 7 sedge 7 deers 6 drees 6 egers 6 geese 6 grees 6 redes 6 reeds 6 reges 6 seder 6 sered 6 serge 6 resee 5
4 Letter Words
dreg 6 edge 6 geds 6 geed 6 deer 5 dees 5 dere 5 dree 5 eger 5 ergs 5 gees 5 gree 5 rede 5 reds 5 reed 5 regs 5 seed 5 rees 4 seer 4 sere 4
3 Letter Words
ged 5 dee 4 eds 4 erg 4 gee 4 red 4 reg 4 seg 4 ere 3 ers 3 ree 3 res 3 see 3 ser 3
2 Letter Words
de 3 ed 3 er 2 es 2 re 2