Alma Mater, Or, Seven Years at the University of Cambridge, Volum 1Black, Young, and Young, 1827 |
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Side 254
... ' " where d ' ' ' is distance of centre of gravity . 2. BA is perpendicular to the horison ; BDA is a semi - circle , BCG a quadrant ; take any plane AC . If a ball is thrown up AC with 254 EXAMINATION . TRINITY COLLEGE. ...
... ' " where d ' ' ' is distance of centre of gravity . 2. BA is perpendicular to the horison ; BDA is a semi - circle , BCG a quadrant ; take any plane AC . If a ball is thrown up AC with 254 EXAMINATION . TRINITY COLLEGE. ...
Side 256
... centre of gravity of any number of bodies as centre , and with any radius a circle be described , the sum of the products of each body , and the square of its distance from any assumed point in circumference is constant . 9. Prove that ...
... centre of gravity of any number of bodies as centre , and with any radius a circle be described , the sum of the products of each body , and the square of its distance from any assumed point in circumference is constant . 9. Prove that ...
Side 258
... centre of gravity . upon body at G forces act in directions AG , BG , CG , DG , and proportional to them , it remains at rest . 19. A uniform beam AB is moveable about fixt point A , and sup- ported by given weight B B G D P over fixt ...
... centre of gravity . upon body at G forces act in directions AG , BG , CG , DG , and proportional to them , it remains at rest . 19. A uniform beam AB is moveable about fixt point A , and sup- ported by given weight B B G D P over fixt ...
Side 259
... centre , at what point below the surface , must another of equal length be placed to vibrate in same time ? About half - past nine the Hall is again empty , and the Examinees are again refreshing , some their memories , others their ...
... centre , at what point below the surface , must another of equal length be placed to vibrate in same time ? About half - past nine the Hall is again empty , and the Examinees are again refreshing , some their memories , others their ...
Side 261
... centre . 6. If a body be acted on by a given force and revolve in a circle , the arc described in any given time is a mean proportional between the diameter of the circle and the space through which a body would descend in the same time ...
... centre . 6. If a body be acted on by a given force and revolve in a circle , the arc described in any given time is a mean proportional between the diameter of the circle and the space through which a body would descend in the same time ...
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Alma Mater, Or, Seven Years at the University of Cambridge, Volum 1 John Martin Frederick Wright Uten tilgangsbegrensning - 1827 |
Alma mater; or, Seven years at the University of Cambridge. By a Trinity-man ... John Martin F. Wright Uten tilgangsbegrensning - 1827 |
Alma Mater Or Seven Years at the University of Cambridge: In Two ..., Volum 1 John M. F. Wright Uten tilgangsbegrensning - 1827 |
Vanlige uttrykk og setninger
Æschylus amongst amused ancient angle body called Cambridge centre chapel circle Clare Hall commenced Court cram cycloid Dean described distance equal Euclid Euripides Examination Explain fellow Fellow-commoners force Freshmen gentleman give given gown Gownsmen Greek Hall Hecuba Herodotus honour Iliad instances Johnian latter learning Lecture-room Lectures Library Livy London Lord Mathematics ment morning never Newby Newton paper parabola poor Professor prove radius reason right ascension rooms round Senate-house Senior Sophs Senior Wrangler shew sides snob Sophocles sort spherical spherical reflector Susarion term Thespis thing Thucydides tion triangle TRINITY COLLEGE true anomaly Tutor University velocity viva voce whilst whole word ἂν γὰρ δὲ ἐκ ἐν ἐπὶ καὶ μὲν οἱ οὐ οὐκ τὰ τε τῇ τὴν τῆς τὸ τὸν τοῦ τῷ τῶν ὡς
Populære avsnitt
Side 125 - Again ; the mathematical postulate, that " things which are equal to the same are equal to one another," is similar to the form of the syllogism in logic, which unites things agreeing in the middle term.
Side 265 - ... line and the extremities of the base have the same ratio which the other sides of the triangle have to one...
Side 303 - How quick they wheel'd, and flying behind them shot Sharp sleet of arrowy showers against the face Of their pursuers, and overcame by flight...
Side 263 - The sum of the angles of a spherical triangle is greater than two and less than six right angles. Hyp. ABC is a spherical triangle. To prove ZA + ZB + ZG> 180°, and ZA + ZB + ZC<5±0°. Proof. Construct the polar triangle A'B'C', and denote the number of degrees in B'C', C'A', and A'B', respectively, by a, b, and c.
Side 147 - FC; then, because each of the angles BAC, BAG is a right angle (Def. 30.), the two straight lines AC, AG upon the opposite sides of AB, make with it at the point A the adjacent angles equal to two right angles; therefore CA is in the same straight line (i.
Side 261 - From the same demonstration it likewise follows that the arc which a body, uniformly revolving in a circle by means of a given centripetal force, describes in any time is a mean proportional between the diameter of the circle and the space which the same body falling by the same given force would descend through in the same given time.
Side 147 - ... described upon the side subtending the right angle, is equal to the squares described upon the sides which contain the right angle. Let ABC be a right-angled triangle, having the right angle BAC : the square described upon the side BC shall be equal to the squares described upon BA, AC.
Side 311 - Having given the radius of an arc of any colour in the secondary rainbow, find the ratio of the sine of incidence to the sine of refraction when rays of that colour pass out of air into water.
Side 315 - What must be the magnitude and point of application of a single force that will support a sluice-gate in the shape of an inverted parabola ? 4. Find the specific gravity of a body which is lighter than the fluid in which it is weighed. 5. If the specific gravity of air...
Side 315 - ... equal to the depth of its centre of gravity below the surface of the fluid.