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" On which the comment may be that one who had studied celestial mechanics as much as the reviewer has studied the general course of transformations, might similarly have remarked that the formula — " bodies attract one another directly as their masses... "
Science - Síđa 310
breytti - 1880
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A View of Nature, in Letters to a Traveller Among the Alps: With ..., Bindi 1

Sir Richard Joseph Sullivan (bart.) - 1794 - 538 síđur
...shewn by Newton, says Bergman, that' the great bodies of the universe exert the power of attraction, directly as their masses, and inversely as the squares of their distances. But, the tendency to union, which is observed in all neighbouring bodies on the surface of the earth...
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The Edinburgh Review: Or Critical Journal, Bindi 31

1819 - 654 síđur
...in given directions and with given; velocities, and gravitating to one another with forces that are directly as their masses, and inversely as the squares of their distances, — to trace the orbits they describe, and to find their positions at any given time. This is no other...
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Book IV. Of the theory of universal gravitation. Book V. Abridgment of the ...

Pierre Simon marquis de Laplace - 1809 - 406 síđur
...rotation, and composed of an infinity of fluids, of different densities, whose particles attract each other directly as their masses, and inversely as the squares of their distances. Legendre had already solved thia problem by a very ingenious analysis, which supposes the mass homogeneous....
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The Enquirer: Or, Literary, Mathematical, and Philosophical ..., Bindi 2

William Marrat, Pishey Thompson - 1812 - 488 síđur
...matter within the bodies; and hence, in general, the force urging the bodies towards one another will be directly as their masses, and inversely as the squares of their distances. Thus, by mechanical action, the. Newtonian law of gravitation is explained in all its parts. The principal...
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Journal of Science and the Arts, Bindi 4

1818 - 514 síđur
...things for granted : first, the great fundamental law of attraction that all the particles of matter attract one another directly as their masses, and inversely as the squares of their distances : and secondly, that a body of any shape will attract a particle of matter any where, with the same...
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The Quarterly Journal of Science and the Arts, Bindi 4

1818 - 472 síđur
...things for granted : first, the great fundamental law of attraction that all the particles of matter attract one another directly as their masses, and inversely as the squares of (heir distances ; and secondly, that a body of any shape will attract a particle of matter any where,...
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The North American Review, Bindi 79

Jared Sparks, Edward Everett, James Russell Lowell, Henry Cabot Lodge - 1854 - 580 síđur
...instance of the general fact, that any two bodies tend to fall towards each other with a force which is directly as their masses and inversely as the squares of their distances. Generalization of facts, not the ascertainment of causes, is the sole business of science. The regular...
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The Circulator of useful knowledge, amusement, literature, science and ...

1825 - 424 síđur
...truth hitherto discovered by the industry and sagacity of man ; viz. " That all the particles of matter attract one another, directly as their masses, and inversely as the squares of their distances." Having thus experimentally examined the nature of gravitation as far, at least, as that can be effected...
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Pantology: Or, A Systematic Survey of Human Knowledge; Proposing a ...

Roswell Park - 1841 - 624 síđur
...Newton. The planets gravitate towards the sun, and towards each other; that is, they are attracted, directly as their masses, and inversely as the squares of their distances. Hence, they would all fall together, and meet in their common centre of gravity, did not their motion...
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A manual of natural philosophy, by J.L. Comstock and R.D. Hoblyn

John Lee COMSTOCK (and HOBLYN (Richard Dennis)), John Lee Comstock - 1846 - 506 síđur
...be succinctly stated in the following formula:—The gravitating forces of bodies are to each other, directly as their masses, and inversely as the squares of their distances. Thus, if the mass of one "Reduce the given time to seconds; take the square of the number of seconds...
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