Advice vs Evaluate - What's the difference?
advice | evaluate |
An opinion recommended or offered, as worthy to be followed; counsel.
(obsolete) Deliberate consideration; knowledge.
Information or notice given; intelligence; as, late advices from France; commonly in the plural. In commercial language, advice usually means information communicated by letter; used chiefly in reference to drafts or bills of exchange; as, a letter of advice.
(legal) Counseling to perform a specific illegal act.
(computing, programming) In aspect-oriented programming, the code whose execution is triggered when a join point is reached.
to draw conclusions from examining; to assess
(mathematics) to compute or determine the value of (an expression)
To return or have a specific value.
* 2006 , Lev Sabinin, Larissa Sbitneva, Ivan Shestakov, Non-Associative Algebra and Its Applications , CRC Press (ISBN 9780824726690), page 201
* 2007 , James E. Gentle, Matrix Algebra: Theory, Computations, and Applications in Statistics , Springer Science & Business Media (ISBN 9780387708720), page 165
As a noun advice
is an opinion recommended or offered, as worthy to be followed; counsel.As a verb evaluate is
to draw conclusions from examining; to assess.advice
English
Noun
(en-noun)- We may give advice , but we can not give conduct. — Franklin.
- How shall I dote on her with more advice,''' That thus without '''advice begin to love her? — Shakespeare.
- (McElrath)
- (Wharton)
Synonyms
* counsel, suggestion, recommendation, admonition, exhortation, information, notice * See alsoDerived terms
* advice boat * adviceful * avizefullSee also
* advice boat * take adviceReferences
*evaluate
English
Verb
(evaluat)- It will take several years to evaluate the material gathered in the survey.
- Evaluate this polynomial.
- Since element (15.1) evaluates' to an element of the center in any alternative algebra, (15.1) has to ' evaluate to a scalar multiple of the identity element of the Cayley-Dickson algebra.
- In one type of such an integral, the integrand is only the probability density function, and the integral evaluates to a probability, which of course is a scalar.