 | William Garnett - 1875 - 348 páginas
...numerical measure of any velocity will vary inversely as the unit of velocity, and it has been shewn that the unit of velocity varies directly as the unit...of the change of units will be found at the end of this chapter. 1—2 The British standard unit of length is the imperial yard, which is defined to be... | |
 | William Garnett - 1875 - 332 páginas
...time, and since the numerical measure of a given velocity varies inversely as the unit of velocity, the numerical measure of a velocity varies inversely...unit of length, and directly as the unit of time. 186. The unit of acceleration is that which generates the unit of velocity in the unit of time. If... | |
 | Joseph David Everett - 1875 - 112 páginas
...inversely as the unit of time. V Equation (1) also shows that the numerical value — of a given velocity V varies inversely as the unit of length, and directly as the unit of time. 7. Again, Jet A denote a concrete acceleration such that the velocity V is gained in the time T', and... | |
 | Joseph David Everett - 1879 - 236 páginas
...and inversely as the' unit of time. V Equation (1) also shows that the numerical value — of a given velocity varies inversely as the unit of length, and directly as the unit of time. 7. Again, let A denote a concrete acceleration such that the velocity V is gained in the time T, and... | |
 | Joshua Joseph J. Doherty - 1881 - 240 páginas
...velocity, and the numerical measure of a given acceleration varies inversely as the unit of acceleration. Hence, the numerical measure of a velocity varies...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... | |
 | 1886 - 574 páginas
...dimensions as velocity ; weight and area being substituted for length and time. The numerical magnitude of a velocity varies inversely as the unit of length and directly as the unit of time ; hence we have — kilns. tons . . j . 645-16 _ ,63(millimetre)-'" (each)- ' ' ' 1016 " .-. kilos,... | |
 | Joseph David Everett - 1891 - 250 páginas
...and inversely as the unit of time. y Equation (1) also shows that the numerical value — of a given velocity varies inversely as the unit of length, and directly as the unit of time. 7. Again, let A denote a concrete acceleration such that the velocity V is gained in the time T, and... | |
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A denote a concrete acceleration such that the velocity V is gained in the time T, and let a denote the unit of acceleration. Then, since the numerical value of the acceleration A is the numerical value of the velocity V divided by the numerical value... 