Artificial intelligent assistant

postulate

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postulate
▪ I. postulate, n.1 (ˈpɒstjʊlət) [ad. L. postulātum (a thing) demanded or claimed: see postulatum. Cf. F. postulat (1771 in Dict. Trévoux). In sense 1 representing classical L. postulātum; in 2, 3, = mod.L. postulātum for med.L. petītio rendering Gr. αἴτηµα (Aristotle, Euclid). Postulāta (pl.) occur... Oxford English Dictionary
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AA postulate
The AA postulate follows from the fact that the sum of the interior angles of a triangle is always equal to 180°. AA postulate is one of the many similarity ways for determining similarity in a triangle. wikipedia.org
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postulate
postulate/ˈpɔstjuleɪt; ?@ -tʃu-; `pɑstʃʊˌlet/ v[Tn, Tf](fml 文) put (sth) forward as a fact or accept (sth) as true, esp as a basis for reasoning or argument 假定, 假设（某事物）（尤指作推理或论证之出发点） The school building programme postulates an increase in educational investment. 修建校舍的计画是在增加教育经费的前提下拟定的. He postulated... 牛津英汉双解词典
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Angle Addition Postulate (Defined w/ 29+ Examples!) - Calcworkshop
Example. As seen in the example to the right, ∠ACB + ∠CDB = ∠ADC. Angle Addition Postulate Example. And finally, just like we saw with segments, angles also have bisectors. We discuss this in detail in the video below, but essentially an angle bisector is a ray from the vertex of an angle that forms two congruent angles from the given angle.
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Angle Addition Postulate | Definition, Formula & Examples
Nov 21, 2023The Angle Addition Postulate formula states that if D is in the interior of ∠ ABC then ∠ ABD + ∠ DBC = ∠ ABC. The formula applies to the angle measures of adjacent angles. The sum of the ...
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Side Angle Side postulate for proving congruent triangles, examples ...
Side Angle Side Activity. Below is the proof that two triangles are congruent by Side Angle Side. Can you imagine or draw on a piece of paper, two triangles, $$ \triangle BCA \cong \triangle XCY $$ , whose diagram would be consistent with the Side Angle Side proof shown below?
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Angle Addition Postulate: Explained with Examples - Matter of Math
The interior angle is the angle between the two sides, whereas the exterior angle is the angle outside of the two sides. The last definition you need before moving on is for adjacent angles, which share a side and a vertex. Here is an example: See how the angles share the vertex, O, and the line in the middle, OB. The angle x can be shown as ...
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Meaning postulate
In meaning postulate this would look like this: x MAN ≡ x HUMAN BEING 2. "If X is a girl, then X is female." In meaning postulate this would look like this: x GIRL → x FEMALE 3. "X is not awake, therefore X is asleep." wikipedia.org
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State postulate
Once the state postulate is given the other unspecified properties must assume certain values. The state postulate says: A more general statement of the state postulate says: the state of a simple system is completely specified by r+1 independent wikipedia.org
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Does proving that two lines are parallel require a postulate? Harold Jocobs' Geometry book(2nd Ed) has a Theorem that states "If two lines form equal corresponding angles with a transversal, then the lines are paralle...
In euclidean geometry, you need an additional postulate to prove theorem (2) (the famous "Euclid's fifth postulate"), while that is not needed to prove
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Planck postulate
The Planck postulate (or Planck's postulate), one of the fundamental principles of quantum mechanics, is the postulate that the energy of oscillators in Planck Postulate—from Eric Weisstein's World of Physics Foundational quantum physics Max Planck wikipedia.org
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Can we use Euclid's second postulate ("A terminated line can be produced indefinitely") to say that the universe is infinite? Euclid's second postulate says > A terminated line can be produced indefinitely. Can we u...
I would guess (but I didn't ask him) he noticed that you could extend lines very far, assumed space was homogeneous, and made the postulate.
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Parallel postulate
In geometry, the parallel postulate, also called Euclid's fifth postulate because it is the fifth postulate in Euclid's Elements, is a distinctive axiom However, he did give a postulate which is equivalent to the fifth postulate. wikipedia.org
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Triangle inequality without parallel postulate Without the parallel postulate, how can one prove that in any triangle $ABC$, $AB+AC>BC$? Most often, we introduce the triangle inequality _a priori_ as part of the defi...
), as its proof does not rely on the parallel postulate (and if you do not believe that, you should point out where this postulate is used in the proof Elliptic geometry IS NOT absolute geometry, because it also does away with Euclid's second postulate.
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Mentalist postulate
The mentalist postulate is the thesis that meaning in natural language is an information structure that is mentally encoded by human beings. Semantic theories implicitly or explicitly incorporating the mentalist postulate include force dynamics and conceptual semantics. wikipedia.org
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