01255nam a2200193Ia 450000500170000000800410001702000130005808200150007110000180008624500740010425000080017826000230018630000180020950506050022794200080083299900170084095201020085795201020095920241211205633.0241211s1975    xx            000 0 und d  afcnm1485  a510.1I/M98  aMyskis, A. D. 0aIntroductory Mathematics for Engineers Lectures in Higher Mathematics  a2da  aURSS :bMIR,c1975  a816 páginas  a1.Variables and functions. 2.Plane analytic geometry. 3.Limit continuity. 4.Derivatives, differentials, investigation of the behavior of functions. 5.Approximating roots of equations. Interpolation. 6.Determinants and systems of linear algebraic equations. 7.Vectors. 8.Complex numbers and functions. 9.Functions of several variables. 10.Solid analytic geometry. 11.Matrices and their applications. 12.Applications of partial derivatives. 13.Indefinite integral. 14.Definite integral. 15.Differential equations. 16.Multiple integrals. 17.Series. 18.Elements of the theory of probability. 19.Computer.  yLIB  c50708d50708  00104070aBE-FCNMbBE-FCNMcTPd2018-03-02eDonacionfBuenoo510.1I/M98pFCNM2518yLIBzExterno  00104070aBE-FCNMbBE-FCNMcTPd2018-03-07eDonacionfBuenoo510.1I/M98pFCNM2544yLIBzExterno