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18 Sentences With "gave an explanation of"

How to use gave an explanation of in a sentence? Find typical usage patterns (collocations)/phrases/context for "gave an explanation of" and check conjugation/comparative form for "gave an explanation of". Mastering all the usages of "gave an explanation of" from sentence examples published by news publications.

In response, Silverman, 48, shared a thread on Twitter by Greg Hogben, an LGBT and women's rights advocate, who gave an explanation of why Silverman and other female comedians comments on gay culture weren't homophobic.
The circumstances surrounding it had become all the murkier this week after Mr. Giuliani gave an explanation of how the funds to Ms. Clifford were accounted for that contradicted all those that came before it.
The story of how the stone was discovered usually follows this version. Zhang Dahua (张大华) of Zhangbu village once publicly gave an explanation of how the name "savior stone" was created.
In an interview with The New York Times reporter John Tierney in 1991, Hall gave an explanation of the solution to that problem, stating that he played on the psychology of the trader, and why the solution did not apply to the case of the actual show.
Priest paying homage to Confucius's tablet, c. 1900 Confucius believed that social disorder often stemmed from failure to perceive, understand, and deal with reality. Fundamentally, then, social disorder may stem from the failure to call things by their proper names, and his solution to this was zhèngmíng (). He gave an explanation of zhengming to one of his disciples.
Hippolytus follows the long-established usage in interpreting Daniel's seventy prophetic weeks to be weeks of literal years. Hippolytus gave an explanation of Daniel's paralleling prophecies of chapters 2 and 7, which he, as with the other fathers, specifically relates to the Babylonians, Persians, Greeks, and Romans. His interpretation of events and their significance is Christological.Daley, Brian.
When, in 722, Saint Boniface passed through Trier on his way from Frisia to Hesse and Thuringia, he stayed at this convent. Gregory was called upon to read the scriptures at the meals. Saint Boniface gave an explanation of them and expanded upon the merits of an apostolic life, by which Gregory was inspired to accompany him. He now became the disciple and later the helper of the Apostle of Germany, accompanying him in all his missionary tours.
Davidson sought to explain how Keynesian economic policies can lead the way out of the financial crisis of 2007–2010. Davidson explained how the crisis was created, gave an explanation of Keynesian policies, and then offered advice on how to reform the current international trade and monetary systems to conform to Keynes’s ideas. In his appendix, he offered his view that “true” Keynesian theory was never taught in American universities and therefore had not been applied to the economy of the United States.
In 1935 Hideki Yukawa proposed the first significant theory of the strong force to explain how the nucleus holds together. In the Yukawa interaction a virtual particle, later called a meson, mediated a force between all nucleons, including protons and neutrons. This force explained why nuclei did not disintegrate under the influence of proton repulsion, and it also gave an explanation of why the attractive strong force had a more limited range than the electromagnetic repulsion between protons. Later, the discovery of the pi meson showed it to have the properties of Yukawa's particle.
Hall gave an explanation of the solution to that problem in an interview with The New York Times reporter John Tierney in 1991. In the article, Hall pointed out that because he had control over the way the game progressed, playing on the psychology of the contestant, the theoretical solution did not apply to the show's actual gameplay. He said he was not surprised at the experts' insistence that the probability was 1 out of 2. "That's the same assumption contestants would make on the show after I showed them there was nothing behind one door," he said.
She charged that Knox spoke irreverently of the Queen in order to make her appear contemptible to her subjects. After Knox gave an explanation of the sermon, Mary stated that she did not blame Knox for the differences of opinion and asked that in the future he come to her directly if he heard anything about her that he disliked. Despite her friendly gesture, Knox replied that he would continue to voice his convictions in his sermons and would not wait upon her. During Easter in 1563, some priests in Ayrshire celebrated Mass, thus defying the law.
While Archimedes did not invent the lever, he gave an explanation of the principle involved in his work On the Equilibrium of Planes. Earlier descriptions of the lever are found in the Peripatetic school of the followers of Aristotle, and are sometimes attributed to Archytas. According to Pappus of Alexandria, Archimedes' work on levers caused him to remark: "Give me a place to stand on, and I will move the Earth" ().Quoted by Pappus of Alexandria in Synagoge, Book VIII Plutarch describes how Archimedes designed block-and-tackle pulley systems, allowing sailors to use the principle of leverage to lift objects that would otherwise have been too heavy to move.
Stevin pleaded for the idea that the attraction of the Moon was responsible for the tides and spoke in clear terms about ebb, flood, spring tide and neap tide, stressing that further research needed to be made.Simon Stevin – Flanders Marine Institute (pdf, in Dutch)Palmerino, The Reception of the Galilean Science of Motion in Seventeenth-Century Europe, pp. 200 op books.google.nl In 1609 Johannes Kepler also correctly suggested that the gravitation of the Moon caused the tides, which he based upon ancient observations and correlations. Galileo Galilei in his 1632 Dialogue Concerning the Two Chief World Systems, whose working title was Dialogue on the Tides, gave an explanation of the tides.
At the opposite extreme is the view that concepts and language are completely independent, so there is always a range of ways in which a concept can be expressed. Copyright law in common law countries tries to avoid theoretical discussion of the nature of ideas and expression such as this, taking a more pragmatic view of what is called the idea/expression dichotomy. In Nichols v. Universal Pictures Corporation (1930), Judge Learned Hand of the United States Court of Appeals for the Second Circuit gave an explanation of the dichotomy that has often been cited by courts hearing copyright cases, and that illustrates the inherent subjectivity of any decision.
In it, the authors generalized their own theoretical developments and descriptions of convective processes of heat and momentum transfer in external flow of nonlinear-viscous fluids past bodies of various geometry. Subsequent results of the new theoretical and experimental investigations were reflected in Shulman’s work Convective Heat and Mass Transfer of Rheologically Complex Fluids (Moscow: Energia, 1975) and in a large series of publications for the Rheophysics Laboratory in authoritative domestic and foreign publications. The monograph gave an explanation of the phenomenon discovered by Luikov, Shulman and Puris. During the same years, Puris and Shulman discovered rubber mechanical behavior of gases in high- intensity rotating flows with considerable rates of shear deformations in the interdisk gap with eccentricity.
Henry Trimen, both the genus, and binomial authority of Spenceria, and S. ramalana, respectively, gave an explanation of how he arrived at these names: the genus name was given in honor of Trimen's friend, and fellow botanist, Spencer Moore, who was employed at Kew Herbarium. Trimen thought about choosing a name commemorating the collector of the species, one Captain Gill, R.E., but decided against it, as there already was a genus Gilia (Polemoniaceae), and he wished to avoid, in his words, "the formation of another of precisely similar sound." As the species was collected from a mountain named Ra-Ma-La, it is likely that the specific epithet "ramalana" was chosen as a toponym (the suffix "-ana" meaning "belonging to", hence "from Ra-Ma-La").
Rayleigh-Bénard Convection In 1967 Segel and Scanlon were the first to analyze a non-linear convection problem. Segel's most quoted paper in this field was his last work in this field; it was published in parallel with the work of Newell and Whitehead. These papers gave an explanation of the seemingly spontaneous appearance of patterns - rolls or honeycomb cells - in liquid sufficiently heated from below (Bénard convection patterns). (Preceding this was the Turing pattern formation, proposed in 1952 by Alan Turing to describe chemical patterns.) Technically the tool was that of deriving "amplitude" equations from the full Navier–Stokes equations, simplified equations describing the evolution of a slowly changing wave amplitude of the roiling liquid; this amplitude equation was later described as the Newell–Whitehead–Segel equation.
In the fall of 1789 he became a member of the "Committee of Brussels" of the "Democrats" (with J.J. Torfs, Pieter Emmanual de Lausnay, J.Bpt.D. 't Kint, A. Daubremez, C.A. Fisco and De Noter). In fact, it is Verlooy who made the proposal to Vonck to organise a secret society with the name Pro Aris et Focis tasked with the liberation of the Belgian provinces from Austrian Habsburg despotism. They would simultaneously organise the rebellion in the cities and the emigration of patriots who would create an army willing to invade the homeland, which would also be the sign for a general revolt. Verlooy justified his intentions in a Dutch pamphlet and gave an explanation of his project: “three million Belgians suffer slavery... among them not less than 700.000 are fit enough to fight and are dissatisfied; ... one could easily find 300.000 people willing to risk their goods and their blood for their homeland.

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