B.E. – First Year (Physics Group/Chemistry Group) – Engineering Maths – I(Common to all Branches)

Subject Teachers:
LH-1- Mr.Praveen Patil ,Asst Professor in Mathematics
LH-2- Mr.Praveen Patil , Asst Professor in Mathematics
LH-3- Mr.Megha Kulkarni , Asst Professor in Mathematics

Syllabus
The students can download the Syllabus for B.E 1st Year Engineering Mathematics-1 from the below link

Engineering Mathematics-1-Syllabus

Lecture1: Introduction to n-th derivative

##Lecture Description##

Lecture 2: The n-th derivative of a standard function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 3: The Leibnitz rule

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 4: Problems on Leibnitz rule

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 5 : The Polar curves

##Lecture Description##

Important Links

Lecture-5 Polar Curves

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 6 : Radius vector and Tangent

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 7 : The intersection of two curves

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 8 : The Pedal equation

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 9 : The Derivative of arc length

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 10 : Radius of curvature

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 11 : The Problems on radius of curvature

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 12 : The Problems on radius of curvature

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 13 : The Taylor’s series expansion

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 14 : The Macluarin’s series

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 15 : Indeterminate forms- Type 1

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 16 : Indeterminate forms- Type 2

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 17 : Indeterminate forms- Type 3

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 18 : The partial derivatives

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 19: The Total derivatives

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 20:Euler’s Equation

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 21: The Jacobian of determinant

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 22: Introduction to Integral calculus and Reduction formula

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 23 – Reduction formula for Cosine function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 24 – Examples on Cosine Reduction formula

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 25- Reduction of formula for sine and cosine function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 26:Examples related to Reduction Formula

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 27 : Differential Equations

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 28: Equations reducible to Exact form

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 29 : Equations reducible to exact form-Type-2, Type-3 and Type-4

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 30 : Bernuolli’s Equation

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 31 : Orthogonal Trajectories

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

LECTURE-32 Introduction to vector calculus

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-33 Problems on Derivative of vector valued Function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-34 Scalar and Vector point function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-35 Problems on scalar and vector point function

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-36 Solenoidal and Vector field

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-37 Problems on Solenoidal and Vector field

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-38 Problems on Solenoidal and Vector field

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-39 Vector Identities

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-40 Vector Identities

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-41 Problems on Vector Identities

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 42- Rank of matrix by elementary transformation

##Lecture Description##

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 43- Gauss Elimination Method

Here we find the solution of Linear system of equation by Gauss Elimination Method

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 44- Gauss Jordan Method

Here we find the solution of Linear system of equation by Gauss Jordan Method

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture 45:Gauss Seidel Method

Here we find the Guass Seidel Iterative method for Solving the system of Equations

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

lecture-46-Diagonalization of a Square matrix

This Describes the Method of Diagonalization of a Square matrix

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-47-Examples on Diagonalization of a matrix

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Lecture-48-Linear Transformation

Lecture By:

##Lecturer Name####Designation##

Lecture Date:

##Date of Lecture##

Engineering Mathematics-1(15MAT11)_CBCS- Assignments

Module-1 : Diffrential Calculus-1

Sub topic: n-th Differentiation

Assignment – 1

or

ASSIGNEMENTS -1

Important Questions with Solutions

This Section gives you the Important questions of 15MAT11-Engineering Mathematics-1 (Common to all branches

M1-Important Questions with solutions

15MAT11-Important Questions