Dictionary of the Mathematical and Physical Sciences, According to the Latest Improvements and DiscoveriesJames Mitchell Sir Richard Phillips, 1823 - 576 sider |
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Side
... roots and powers , are all beautiful in them- selves , and prepare the student for entering upon the more general subject of Algebra . That science , as far as relates merely to numbers , should immediately follow the study of ...
... roots and powers , are all beautiful in them- selves , and prepare the student for entering upon the more general subject of Algebra . That science , as far as relates merely to numbers , should immediately follow the study of ...
Side 1
... root of the scale of arithmetic was required for each row . For instance , it the root of the scale had been 10 , nine counters would have been required in each ; and to express any particular number , as many would have been required ...
... root of the scale of arithmetic was required for each row . For instance , it the root of the scale had been 10 , nine counters would have been required in each ; and to express any particular number , as many would have been required ...
Side 6
... roots of the spaces di- sents 16 feet , the space a body rectly , and of the forces inversely . falls through in the first second of For when the force is given or constant , the velocity ( V ) is as the time . time ( T ) ; and when the ...
... roots of the spaces di- sents 16 feet , the space a body rectly , and of the forces inversely . falls through in the first second of For when the force is given or constant , the velocity ( V ) is as the time . time ( T ) ; and when the ...
Side 20
... roots of the forces act ing upon them , we shall be able always to estimate the effect pre- vious to any explosion taking The elasticity of the air exerts place : thus , if n be the number of itself equally in all ways ; and times the ...
... roots of the forces act ing upon them , we shall be able always to estimate the effect pre- vious to any explosion taking The elasticity of the air exerts place : thus , if n be the number of itself equally in all ways ; and times the ...
Side 23
... roots of them are Leonardo Bonacci , of Pisa , has impossible or nothing , as to com- some allusions to it in his arith - mon use . He was also acquainted metic written after his return from with the number and nature of Africa and the ...
... roots of them are Leonardo Bonacci , of Pisa , has impossible or nothing , as to com- some allusions to it in his arith - mon use . He was also acquainted metic written after his return from with the number and nature of Africa and the ...
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Dictionary of the Mathematical and Physical Sciences, According to the ... James Mitchell Uten tilgangsbegrensning - 1823 |
Dictionary of the Mathematical and Physical Sciences: According to the ... James Mitchell Ingen forhåndsvisning tilgjengelig - 2017 |
Dictionary of the Mathematical and Physical Sciences: According to the ... James Mitchell Ingen forhåndsvisning tilgjengelig - 2017 |
Vanlige uttrykk og setninger
absciss Algebra altitude appears Arithmetic Astronomy axis body called centre circle co-efficients conic sections consequently cosine cube cubic equation curve cycloid cylinder degree denominator denote diameter distance diurnal motion divided divisor earth ecliptic ellipse equa equal equation feet figure fluid fluxion force formula fraction frustrum Geometry given glass gravity greater greatest heat Hence horizon hyperbola inches instrument latitude length less lever logarithm longitude means measure mercury meridian method moon motion multiplied object observed orbit ordinate parabola parallax parallel passing perihelion perpendicular plane poles produced proportion quantity radius ratio rays refraction right angles right ascension right line roots side sine solid space specific gravity sphere spherical square stars subtangent supposed surd surface tance tang tangent telescope tion triangle tube velocity weight whence wind
Populære avsnitt
Side 440 - A sphere is a solid bounded by a curved surface, every point of which is equally distant from a point within called the center.
Side 508 - In higher works on trigonometry, it has been demonstrated that, in any triangle, the sines of the angles are proportional to the lengths of the sides opposite to them. In other words, sin A : sin B :: BC : AC; or, sin A : sin C:: BC : AB, and sin B : sin C::AC : A B. Hence, we have sin 44° 40' : sin 56° 20
Side 292 - A law presupposes an agent ; for it is only the mode, according to which an agent proceeds : it implies a power ; for it is the order, according to which that power acts. Without this agent, without this power, which are both distinct from itself, the law does nothing ; is nothing. The expression, ' the law of metallic nature...
Side 203 - ... winch, with as little labour as it takes to wind up a jack, though the weight of the iron, tin, and wooden circle, is about 1000 pounds.
Side 74 - In foul weather, when the mercury rises much and high, and so continues for two or three days before the foul weather is quite over, then expect a continuance of fair weather to follow.
Side 209 - Specific Gravity of a body is the relation of its weight, compared with the weight of some other body of the same magnitude. A body immersed in a fluid will sink if its specific gravity be greater than that of the fluid; but if it be less, the body will rise to the top, and will be only partly uncovered.
Side 476 - ... the object he views. There is no small speculum, but the magnifiers are applied immediately to the first focal image. From the opening of the telescope, near the place of the eye glass, a speaking-pipe runs down to the bottom of the tube, where it...
Side 398 - Multiply the numerators together for a new numerator, and the denominators together for a new denominator.
Side 459 - And in measuring any of these station-distances, mark accurately where these lines meet with any hedges, ditches, roads, lanes, paths, rivulets, &c ; and where any remarkable object is placed, by measuring its distance from the station-line ; and where a perpendicular From it cuts that line. And thus as you go along any main...
Side 11 - ... of the motion seemed to be from the upper part downwards. It appears also that they were in some danger of having the balloon burnt altogether; as the Marquis observed several round holes made by the fire in the lower part of it, which alarmed him considerably, and, indeed, not without reason.