Adjacent vs Approximate - What's the difference?
adjacent | approximate |
Lying next to, close, or contiguous; neighboring; bordering on.
Just before, after, or facing.
Something that lies next to something else, especially the side of a right triangle that is neither the hypotenuse nor the opposite.
* 1980 , Faber Birren, The textile colorist
* 2011 , Mark Zegarelli, ACT Math For Dummies (page 194)
Approaching; proximate; nearly resembling.
Near correctness; nearly exact; not perfectly accurate.
To carry or advance near; to cause to approach.
To come near to; to approach.
To estimate.
As adjectives the difference between adjacent and approximate
is that adjacent is lying next to, close, or contiguous; neighboring; bordering on while approximate is approaching; proximate; nearly resembling.As a noun adjacent
is something that lies next to something else, especially the side of a right triangle that is neither the hypotenuse nor the opposite.As a preposition adjacent
is (us) next to; adjacent to; beside.As a verb approximate is
to carry or advance near; to cause to approach.adjacent
English
Adjective
(-)- Because the conference room is filled, we will have our meeting in the adjacent room.
- The picture is on the adjacent page .
Synonyms
* (lying next to) abutting, adjoining, contiguous, juxtaposed, nearAntonyms
* (lying next to) apart, distant, nonadjacentNoun
(en noun)- Again, the key colors have twice the area of the adjacents .
- Picking out the opposite, the adjacent , and the hypotenuse
approximate
English
Adjective
(en adjective)- Approximate results or values.
- To help carry out its mission, NASA's Genesis spacecraft has on board an ion monitor to record the speed, density, temperature and approximate composition of the solar wind ions.
Antonyms
* exact, preciseDerived terms
() * approximately * approximation * approximativeVerb
(approximat)- To approximate the inequality of riches to the level of nature. --Burke.
- The telescope approximates perfection. --J. Morse.
Quotations
When you follow two separate chains of thought, Watson, you will find some point of intersection which should approximate to the truth.
— Sir Arthur Conan Doyle in The Disappearance of Lady Frances Carfax
