 | Joseph David Everett - 1875 - 112 páginas
...I, and inversely in the duplicate ratio of t ; and the A numerical value - will vary inversely as /, and directly in the duplicate ratio of t. In other...and then again by [the numerical value of] a time. The relations here pointed out are usually expressed by saying lencrth that the dimensions of acceleration... | |
 | William Garnett - 1875 - 332 páginas
...measure of any acceleration varies inversely as the unit of acceleration. Therefore the numerical measure of a given acceleration varies inversely as the unit...length and directly as the square of the unit of time. The above reasoning will be rendered much clearer by the consideration of an example. Suppose a certain... | |
 | William Garnett - 1875 - 348 páginas
...minus two in time, and the measure of a given force will therefore vary inversely as the unit of mass, inversely as the unit of length, and directly as the square of the unit of time. These conclusions might have been deduced from the consideration that a force is that which produces... | |
 | Joseph David Everett - 1879 - 236 páginas
...t; and the numerical value — will vary inversely a as /, and directly in the duplicate ratio of /. In other words, the unit of acceleration varies directly...unit of length, and directly as the square of the writ of time. It will be observed that these have been deduced as direct consequences from the fact... | |
 | William Garnett - 1879 - 330 páginas
...time and s feet the unit of length. From this result it will be seen that the numerical measure of an acceleration varies inversely as the unit of length and directly as the square of the unit of time • a resuit previously found by considering the variation of the unit of acceleration. (See Arts.... | |
 | Joshua Joseph J. Doherty - 1881 - 240 páginas
...inversely as the unit of length, and directly as the unit of time, and the numerical measure of an acceleration varies inversely as the unit of length and directly as the square of the unit of time. 19. Representations of Velocities and Accelerations. — Velocities and accelerations may be represented... | |
 | Joseph David Everett - 1886 - 254 páginas
...and inversely in the duplicate A ratio of t ; and the numerical value — will vary inversely a as l, and directly in the duplicate ratio of t. In other...and then again by [the numerical value of] a time. The relations here pointed out are usually expressed by saying that the dimensions of acceleration*... | |
 | Joseph David Everett - 1886 - 266 páginas
...and inversely in the duplicate A ratio of t ; and the numerical value — will vary inversely a as l, and directly in the duplicate ratio of t. In other...a time, and then again by [the numerical value of] ji time. The relations here pointed out are usually expressed by saying that the dimensions of acceleration*... | |
 | William Garnett - 1889 - 344 páginas
...any acceleration varies inversely as the unit of acceleration, it follows that the numerical measure of a given acceleration varies inversely as the unit of length and directly aa the square of the unit of time. introduced twice in the definition, each time it is introduced it... | |
 | Arthur Gordon Webster - 1897 - 594 páginas
...1 [Time] [Time2] \_T* or the numeric of a certain acceleration varies inversely as the magnitude of the unit of length, and directly as the square of the unit of time. For instance, an acceleration in which a velocity of 10 feet per second is gained in 2 seconds is equal... | |
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A ratio of t ; and the numerical value — will vary inversely a as l, and directly in the duplicate ratio of t. In other words, the unit of acceleration varies directly as the unit of length, and inversely as the square of the unit of time; and the numerical... 