## The Teaching and History of Mathematics in the United States, Volumer 890-893 |

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The Teaching and History of Mathematics in the United States, Volumer 890-893 Florian Cajori Uten tilgangsbegrensning - 1890 |

The Teaching and History of Mathematics in the United States Florian Cajori Uten tilgangsbegrensning - 1890 |

The Teaching and History of Mathematics in the United States Florian Cajori Uten tilgangsbegrensning - 1890 |

### Vanlige uttrykk og setninger

Academy algebra American analytical geometry appeared application arithmetic assistant astronomy became beginning better branches calculus called classical College contained course Davies demonstration Differential edition elective elementary Elements engineering English equal equations examination exercises extent five four French give given graduated Harvard High School higher infinitesimal institution instruction Integral interest John Journal Junior languages later lectures less limits mathe mathematicians mathematics matics mechanics method Michigan mind natural philosophy original Peirce physics plane Point position practical preparation present President principles problems Prof Professor professor of mathematics publication published pupils reason rules says School scientific solution Sophomore spherical success surveying taught teacher teaching term text-books theory third tion Treatise trigonometry University week West writer young

### Populære avsnitt

Side 106 - It is with no feeling of pride, as an American, that the remark may be made that, on the comparatively small territorial surface of Europe, there are existing upward of one hundred and thirty of these lighthouses of the skies ; while throughout the whole American hemisphere there is not one.

Side 43 - I have taken the liberty of sending your Almanac to Monsieur de Condorcet, Secretary of the Academy of Sciences at Paris, and member of the Philanthropic Society; because I considered it a document to which your whole colour had a right for their justification against the doubts which have been entertained of them.

Side 41 - When we shall have existed as a people as long as the Greeks did before they produced a Homer, the Romans a Virgil, the French a Racine and Voltaire, the English a Shakespeare and Milton, should this reproach be still true, we will enquire from what unfriendly causes it has proceeded...

Side 12 - The American Instructor, or Young Man's Best Companion, containing Spelling, Reading, Writing, and Arithmetick, in an easier Way than any yet published; and how to qualify any Person for Business, without the Help of a Master.

Side 41 - As an artist he has exhibited as great a proof of mechanical genius as the world has ever produced. He has not indeed made a world; but he has by imitation approached nearer its Maker than any man who has lived from the creation to this day.

Side 10 - ... devoted land. When the destined time arrives, he enters upon action, and, as a haughty monarch ascends his throne, the pedagogue mounts his awful great chair, and dispenses right and justice through his whole empire. His obsequious subjects execute the imperial mandates with cheerfulness, and think it their high happiness to be employed in the service of the emperor. Sometimes paper, sometimes his penknife, now birch, now arithmetic, now a ferule, then ABC, then scolding, then flattering, then...

Side 35 - Besides this, the faculties of the mind, like the members of the body, are strengthened and improved by exercise. Mathematical reasonings and deductions are therefore a fine preparation for investigating the abstruse speculations of the law.

Side 20 - If so little was done at old Cambridge, then we need not wonder at the fact that new Cambridge failed to be mathematical from the start. The fountain could not rise higher than its source. It was not until the latter half of the seventeenth century that mathematical studies at old Cambridge rose into prominence.

Side 31 - And I would advise you, my Pupils, to pursue a Regular Course of Academical Studies in some Measure according to the Order of this Catalogue. And in the First Year to Study principally the Tongues, Arithmetic and Algebra; the Second, Logic, Rhetoric and Geometry; the Third, Mathematics and Natural Philosophy; and the Fourth, Ethics and Divinity.

Side 65 - Astronomy explained upon Sir Isaac Newton's principles, and made easy to those who have not studied Mathematics...