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Extrapolate vs Equation - What's the difference?

extrapolate | equation |

As a verb extrapolate

is to infer by extending known information.

As a noun equation is

equation (assertion).

extrapolate

English

Verb

(extrapolat)
  • To infer by extending known information.
  • *
  • With fresh material, taxonomic conclusions are leavened by recognition that the material examined reflects the site it occupied; a herbarium packet gives one only a small fraction of the data desirable for sound conclusions. Herbarium material does not, indeed, allow one to extrapolate safely: what you see is what you get
  • (mathematics) To estimate the value of a variable outside a known range from values within that range by assuming that the estimated value follows logically from the known ones
  • Antonyms

    * (mathematics) interpolate

    equation

    Alternative forms

    * (archaic)

    Noun

    (en noun)
  • (senseid)(mathematics) An assertion that two expressions are equal, expressed by writing the two expressions separated by an equal sign; from which one is to determine a particular quantity.
  • (astronomy) A small correction to observed values to remove the effects of systematic errors in an observation.
  • Derived terms

    (Derived terms) * algebraic equation * Arrhenius equation * chemical equation * differential equation * Diophantine equation * Drake equation * integral equation * Kepler's equation * Lagrange's equations * linear equation * Navier-Stokes equation * parametric equation * partial differential equation * Pell's equation * personal equation * polynomial equation * quadratic equation * * Van der Waals equation * wave equation