ENGINEERING MATHEMATICS - II (2017-18) Course Code: MA202 Title: Engineering Mathematics – II Course Objective: The student will study Differential equations, Laplace transformations, Vector calculus and Partial differential equations. Course Outcomes: Having studied this course, he will be able to PO1 PO2 PO3 CO1 Identify the degree, order of a differential equation with constant 2 2 1 coefficients, and apply suitable methods to solve engineering problems. Co2 Solve PDE by variable separable method and apply to solve 2 2 2 engineering application problems. Model the engineering application oriented problem through CO3 2 2 1 differential equations and hence solves the same. Apply Laplace transformation on a function, (periodic/ step/ CO4 3 1 1 impulse etc), operate inverse transformation on a function and solves initial value problems which represents engineering physics. CO5 Evaluate line, volume, surface integral of a vector function using 3 2 1 standard theorems. Mode 3 2 1
ENGINEERING MATHEMATICS - II (2017-18) Course Code: MA202 Title: Engineering Mathematics – II Course Objective: The student will study Differential equations, Laplace transformations, Vector calculus and Partial differential equations. Course Outcomes: Having studied this course, he will be able to PO1 PO2 PO3 CO1 Identify the degree, order of a differential equation with constant coefficients, and apply suitable methods to solve engineering problems. 2 2 1 Co2 Solve PDE by variable separable method and apply to solve engineering application problems. 2 2 2 CO3 Model the engineering application oriented problem through differential equations and hence solves the same. 2 2 1 CO4 Apply Laplace transformation on a function, (periodic/ step/ impulse etc), operate inverse transformation on a function and solves initial value problems which represents engineering physics. 3 1 1 CO5 Evaluate line, volume, surface integral of a vector function using standard theorems. 3 2 1 Mode 3 2 1
syllabus_M2_2017-18.docx