Rational-function



noun, Mathematics.
1.
a function that can be written as the quotient of two polynomials with integral coefficients.

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  • Rationalise

    [rash-uh-nl-ahyz, rash-nl-ahyz] /ˈræʃ ə nlˌaɪz, ˈræʃ nlˌaɪz/ verb (used with object), rationalized, rationalizing. 1. to ascribe (one’s acts, opinions, etc.) to causes that superficially seem reasonable and valid but that actually are unrelated to the true, possibly unconscious and often less creditable or agreeable causes. 2. to remove unreasonable elements from. 3. to make or […]

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    [rash-uh-nl-iz-uh m] /ˈræʃ ə nlˌɪz əm/ noun 1. the principle or habit of accepting reason as the supreme authority in matters of opinion, belief, or conduct. 2. Philosophy. 3. Theology. the doctrine that human reason, unaided by divine revelation, is an adequate or the sole guide to all attainable religious truth. 4. Architecture. (often initial […]



  • Rationalistic

    [rash-uh-nl-iz-uh m] /ˈræʃ ə nlˌɪz əm/ noun 1. the principle or habit of accepting reason as the supreme authority in matters of opinion, belief, or conduct. 2. Philosophy. 3. Theology. the doctrine that human reason, unaided by divine revelation, is an adequate or the sole guide to all attainable religious truth. 4. Architecture. (often initial […]

  • Rationalize

    [rash-uh-nl-ahyz, rash-nl-ahyz] /ˈræʃ ə nlˌaɪz, ˈræʃ nlˌaɪz/ verb (used with object), rationalized, rationalizing. 1. to ascribe (one’s acts, opinions, etc.) to causes that superficially seem reasonable and valid but that actually are unrelated to the true, possibly unconscious and often less creditable or agreeable causes. 2. to remove unreasonable elements from. 3. to make or […]



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