Name of the Assistant / Associate Professor: Ms. Renu Rani Subject Lesson Plan: (January 01, 2018 to April 12, 2018) Month: January Month/ Class & Subject Topics to be covered Assignment/Tests Week Introduction to Differential Equations, Exact Differential Class Test to find B.Sc. I (Comp. Sc.) Equations and Rules to find out Integral Factor integral factor (Ordinary Differential January Equations) Week- 1 Laplace Transform, Shifting Theorem B.Sc. II (N.M.) Sec. B (Special Functions and Integral Transforms) Introduction of Fourier Series, Conditions and Quiz competition B.Sc. III (Comp. Sc.) &B.A.III Dirichlet’s Fourier Expansion of Piecewise Monotonic Continuous (Real and Complex Analysis) Functions Class & Subject Topics to be covered Assignment/Tests Introduction: Equations of First Order but not of First B.Sc. I (Comp. Sc.) Degree, Equation Solvable for p, y and x (Ordinary Differential January Equations) Week- Laplace Transformation of derivatives and integrals, Board presentation of B.Sc. II (N.M.) Sec. B 2 differentiation and integration of Laplace Transform, Laplace Transform (Special Functions and Integral Convolution Theorem Transforms)
Name of the Assistant / Associate Professor: Ms. Renu Rani Subject Lesson Plan: (January 01, 2018 to April 12, 2018) Month: January Month/ Week Class & Subject Topics to be covered Assignment/Tests January Week- 1 B.Sc. I (Comp. Sc.) (Ordinary Differential Equations) Introduction to Differential Equations, Exact Differential Equations and Rules to find out Integral Factor Class Test to find integral factor B.Sc. II (N.M.) Sec. B (Special Functions and Integral Transforms) Laplace Transform, Shifting Theorem B.Sc. III (Comp. Sc.) &B.A.III (Real and Complex Analysis) Introduction of Fourier Series, Dirichlet’s Conditions and Fourier Expansion of Piecewise Monotonic Continuous Functions Quiz competition Class & Subject Topics to be covered Assignment/Tests January Week- 2 B.Sc. I (Comp. Sc.) (Ordinary Differential Equations) Introduction: Equations of First Order but not of First Degree, Equation Solvable for p, y and x B.Sc. II (N.M.) Sec. B (Special Functions and Integral Transforms) Laplace Transformation of derivatives and integrals, differentiation and integration of Laplace Transform, Convolution Theorem Board presentation of Laplace Transform