Transcription
-
- US Pronunciation
- US IPA
- UK Pronunciation
- UK IPA
-
- [al-juh-brey-ik]
- /ˌæl dʒəˈbreɪ ɪk/
- /ælʤəˈbreɪklɪ/
-
- US Pronunciation
- US IPA
-
- [al-juh-brey-ik]
- /ˌæl dʒəˈbreɪ ɪk/
Definitions of algebraically word
- adjective algebraically of, occurring in, or utilizing algebra. 1
- adjective algebraically Mathematics. of or relating to an element that is the root of a polynomial equation with coefficients from some given field: is algebraic over the field of real numbers. 1
- adjective algebraically using arbitrary letters or symbols in place of the letters, symbols, or numbers of an actual application. 1
- noun algebraically Using algebra. 1
Information block about the term
Origin of algebraically
First appearance:
before 1655 One of the 46% oldest English words
First recorded in 1655-65; algebra + -ic
Historical Comparancy
Parts of speech for Algebraically
noun
adjective
verb
adverb
pronoun
preposition
conjunction
determiner
exclamation
algebraically popularity
A common word. It’s meaning is known to most children of preschool age. About 89% of English native speakers know the meaning and use the word.
This word is included in each student's vocabulary. Most likely there is at least one movie with this word in the title.
algebraically usage trend in Literature
This diagram is provided by Google Ngram ViewerTop questions with algebraically
- how to solve inequalities algebraically?
- how to solve system of equations algebraically?
- how to find domain and range algebraically?
- how to find the domain of a function algebraically?
- how to find limits algebraically?
- how to solve systems of equations algebraically?
- how to find range of a function algebraically?
- how to find domain algebraically?
- how to find range algebraically?
- how to find the range of a function algebraically?
- how to solve algebraically?
- how to solve a system of equations algebraically?
- how to find the roots of an equation algebraically?
- how to find the range of a rational function algebraically?
- how to test for symmetry algebraically?
See also
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