A Harmony of the Four Gospels: In which the Natural Order of Each is Preserved. With a Paraphrase and Notes, المجلد 2J. Ritchie, 1952 |
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النتائج 1-3 من 30
الصفحة 47
... latus rectum and the 3 / 2th power of the greater axis . But the product of the axes ( by Cor . , Prop . 14 ) varies as the product of the square root of the latus rectum , and the periodic time . Divide both sides by the square root of ...
... latus rectum and the 3 / 2th power of the greater axis . But the product of the axes ( by Cor . , Prop . 14 ) varies as the product of the square root of the latus rectum , and the periodic time . Divide both sides by the square root of ...
الصفحة 49
... latus rectum L is less than 2SP + 2KP , PH will lie on the same side of the tangent PR with the line SP ; and therefore the figure will be an ellipse , which from the given foci S , H , and the principal axis SP + PH , is given also ...
... latus rectum L is less than 2SP + 2KP , PH will lie on the same side of the tangent PR with the line SP ; and therefore the figure will be an ellipse , which from the given foci S , H , and the principal axis SP + PH , is given also ...
الصفحة 163
... latus rectum is to 2DP as the whole resistance at the beginning of the motion to the gravitating force , the velocity with which the body ought to go from the place D , in the direction of the right line DP , so Pas in an uniform ...
... latus rectum is to 2DP as the whole resistance at the beginning of the motion to the gravitating force , the velocity with which the body ought to go from the place D , in the direction of the right line DP , so Pas in an uniform ...
المحتوى
of Natural Philosophy page | 1 |
AXIOMS OR LAWS OF MOTION | 14 |
SECTION | 25 |
حقوق النشر | |
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عبارات ومصطلحات مألوفة
accelerative altitude angle appear apse arise ascend attracted axis blue body centre of gravity centripetal force circle colours comet common centre compounded conic section corpuscle cycloid cylinder density descent described diameter difference diminished distance diurnal motion drawn earth ellipse equal equation figure fluid focus force of gravity given ratio glass globe greater greatest Hence hole hyperbola inches infinitum inversely Jupiter latus rectum LEMMA length less let fall light mean motion medium moon moon's move nodes nonresisting obliquely observed orbit oscillations parabola parallel particles pass pendulum perpendicular plane principal vertex prism Prop proportional PROPOSITION quadratures quantity radius rays rectangle reflected reflexion refraction refrangible resistance revolve right line rings SCHOLIUM semidiameter side sine space sphere spherical square root sun's suppose surface syzygies tangent thence THEOREM uniformly velocity vertex vessel violet weight whole