Примери за използване на Saunderson на Английски и техните преводи на Български
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I said to Saunderson.
Saunderson and his wife had a son John and a daughter Anne.
In 1739, with his book close to completion, Saunderson became ill with scurvy.
Saunderson told him that he was hoping to become a teacher of mathematics.
Whiston was very impressed by his abilities and Saunderson was soon lecturing to large classes of students.
In Book 9 Saunderson presents the binomial theorem and the theory of logarithms.
In 1728 King George II made a visit to Cambridge where he met Saunderson and conferred the degree of LLD on him.
Saunderson soon became friends with Cotes for they shared a common interest in the Principia.
Geometry requires geometrical figures to be considered andone might again reasonably ask how Saunderson coped with this problem.
Much of what Saunderson studied was geometry.
Stacey Pullen is an innovator from the Second Wave of Detroit techno, he grew up under the mentorship of Detroit's legendary three: Derrick May,Juan Atkins and Kevin Saunderson.
However Saunderson did not have the money to be formally admitted to the College or the University.
Because of his blindness, attending university to take a degree was not a realistic option,so Saunderson continued to study higher mathematics at home guided by West.
Saunderson had a good ear for music, and could readily distinguish to a fifth part of a note;
These were all mathematicians with whom Saunderson formed strong friendships, and he corresponded with some on mathematical topics.
Saunderson was studying the work with the aim of trying to make it more accessible to his students.
As well as getting expert advice from Whiston and Cotes, Saunderson met Newton and was able to learn directly from him about certain difficult points in the text of the Principia.
Saunderson then presents applications of algebra to geometry, in particular studying ratio and proportion from Book 5 of Euclid 's Elements.
Having lost one of his senses, Saunderson had to rely on his other senses and he had very acute hearing and touch.
In 1733 Saunderson became ill and his friends realised that the world would lose a great treasure if Saunderson died before writing up his teachings.
On the following day Saunderson was appointed to succeed Whiston becoming the fourth Lucasian professor of mathematics.
Although Saunderson never wrote up any of his other courses for publication, he did leave a large amount of material on his teaching of the differential and integral calculus.
By the time Chapter 6 is reached Saunderson is presenting problems in the style of Diophantus mixing geometric and algebraic ideas.
Although Saunderson was an obvious choice to succeed him, he had no degree having never attended university.
One might reasonably ask how Saunderson was able to carry out difficult mathematical calculations without being able to see.
Among the honours which Saunderson received, in addition to the honorary LLD referred to above, was his election as a Fellow of the Royal Society on 21 May 1719.
Roger Cotes, who was already working at Cambridge when Saunderson began teaching there, became the Plumian Professor of Astronomy and Experimental Philosophy in 1708 and, in the following year, he began editing a second edition of Newton's Principia.