01066    a2200157   4500003000500000005001700005040000900022082001500031100002300046245004900069250001100118260003200129300000900161505071200170650002600882Nust20221121115844.0  cNust  a515.35,AGN  aAgnew,Palmer Ralph  aDifferntial Equations / cRalph Palmer Agnew  a2nd ed  aNew YorkbMcGraw Hillc1960  a485p  a1.Introduction to differential equations (Page-1), 2. Applications of principles of calculus (Page-20), 3. Linear equations of first order (Page-65), 4. Families of curves,equations of higher degree (Page-103), 5. Differential equations of first order (Page-130), 6. Linear differential equations (Page-153), 7. Use of series (Page-251), 8. Numerical methods (Page-293), 9. Laplace transforms (Page-341), 10. Bending of beams (Page-377), 11. Series expansions of operators (Page-381), 12. Eigenvalues,fourier series and partial differential equations (Page-388), 13. Limits,derivatives,integrals (Page-417), 14. The heat equations (Page-437), 15. Picard,s method of approximating solutions of y' (Page-441).  aDifferntial Equations