BAS101
Engineering Mathematics I notes — handwritten
Engineering Mathematics I covers differential calculus, matrices, multivariable calculus and multiple integrals. It is the mathematical vocabulary the rest of the degree assumes: eigenvalues return in machine learning, series expansion returns in numerical methods, and partial differentiation returns anywhere an error term has to be minimised.
The unit order below follows the standard university teaching sequence. Use these topic-wise lecture notes, revision checklists, and important exam questions to structure your exam preparation effectively.
Unit-wise Syllabus & Notes
Unit 1
Matrices, rank, eigenvalues and eigenvectors
Notes, worked approach, and a revision checklist.
Open unitUnit 2
Differential calculus and mean value theorems
Notes, worked approach, and a revision checklist.
Open unitUnit 3
Partial differentiation and its applications
Notes, worked approach, and a revision checklist.
Open unitUnit 4
Multiple integrals and applications
Notes, worked approach, and a revision checklist.
Open unitUnit 5
Sequences, series and convergence tests
Notes, worked approach, and a revision checklist.
Open unitFrequently Asked Questions
What is the syllabus for Engineering Mathematics I?
The syllabus is divided into 5 main units: Matrices, rank, eigenvalues and eigenvectors, Differential calculus and mean value theorems, Partial differentiation and its applications, Multiple integrals and applications, Sequences, series and convergence tests. Each unit covers specific topics essential for university examinations.
Where can I find important questions for Engineering Mathematics I?
Wink Notes provides unit-wise worked approaches, past-paper analysis, and a revision checklist to help you identify and practice the most important questions for Engineering Mathematics I.
How many units are in Engineering Mathematics I?
Engineering Mathematics I (BAS101) is divided into 5 units: Matrices, rank, eigenvalues and eigenvectors, Differential calculus and mean value theorems, Partial differentiation and its applications, Multiple integrals and applications, Sequences, series and convergence tests. Each unit is covered with detailed topic-wise lecture notes, worked examples, and a revision checklist.