Applied Calculus: An Introductory TextbookBlackie, 1947 - 446 pàgines |
Des de l'interior del llibre
Resultats 1 - 3 de 51.
Pàgina 12
... axis lies along the x axis and minor axis along the y axis . The semi - major axis is 3 , and the semi- Y 9 % C 11 12 13 14 15 8 94 . 9 910 X ' B OP P2 P3 P4 P P P P P AP P X 10 Fig . 5 minor axis 2 units long . In fig . 2 the inch is ...
... axis lies along the x axis and minor axis along the y axis . The semi - major axis is 3 , and the semi- Y 9 % C 11 12 13 14 15 8 94 . 9 910 X ' B OP P2 P3 P4 P P P P P AP P X 10 Fig . 5 minor axis 2 units long . In fig . 2 the inch is ...
Pàgina 208
... axis the OX axis , and the minor axis the OY axis ; then ( see fig . 4 , p . 9 ) the equation of the ellipse is x2 12 + 62 = 1 , where a is the semi - major axis and b the semi - minor axis . Equation ( 9 ) gives y2 b2 = I - x2 a2 ...
... axis the OX axis , and the minor axis the OY axis ; then ( see fig . 4 , p . 9 ) the equation of the ellipse is x2 12 + 62 = 1 , where a is the semi - major axis and b the semi - minor axis . Equation ( 9 ) gives y2 b2 = I - x2 a2 ...
Pàgina 211
... axis itself does not change sensibly in length . Let C be the centre of curvature of the axis at P. Consider a small length of the beam ds ( PQSR ) , and let us calculate what happens to the filaments of material distant y from an axis ...
... axis itself does not change sensibly in length . Let C be the centre of curvature of the axis at P. Consider a small length of the beam ds ( PQSR ) , and let us calculate what happens to the filaments of material distant y from an axis ...
Altres edicions - Mostra-ho tot
Applied Calculus: An Introductory Textbook Frederick Francis Percival Bisacre Visualització completa - 1922 |
Applied Calculus: An Introductory Textbook Frederick Francis Percival Bisacre Visualització completa - 1922 |
Applied Calculus: An Introductory Textbook Frederick Francis Percival Bisacre Visualització completa - 1921 |
Frases i termes més freqüents
adiabatic amperes angle angular velocity approximately arc PQ Ax Ax Ax dx ax² axis Ay Ax beam calculated centre chord PQ circle coil constant continuous function cosx curve cycle cycloid definite definite integral derivative diameter differential calculus differential equation dx dx dy dx ellipse energy entropy equal example expansion figure finite formula fraction given graph heat hence increase inertia infinitesimal integral length limit loge logex Lt Ax magnetic mathematical maximum measure moment of inertia negative notation ordinates P₁ piston plane plate positive number pounds pressure radians radius of curvature result Rule semi-major axis Show shown in fig sin x sinx sinxdx speed square inches straight line Suppose tangent temperature term Theorem tion turning values unit velocity volume zero Δα Δυ ΔΦ