Higher Algebra is a major branch of mathematics that extends the ideas of elementary algebra into more advanced, systematic, and abstract forms. While elementary algebra mainly deals with solving simple equations and manipulating numbers and variables, Higher Algebra studies the deeper structures, patterns, and theories behind algebraic operations.
- Teacher: ANUPAMA O Faculty
MODULE 1
GETTING STARTED WITH LATEX
i) Basics – Tutorial I
ii) Documents – Tutorial II
iiI)Bibliographic Database – Tutorials III & IV
iv)Table of Contents and Index – Tutorial V (Omit glossary)
MODULE 2
i)Displayed Text – Tutorial VI
ii)Rows and Columns – Tutorial VII
iii)Tables – Tutorial VII.2
MODULE 3
i)Basic Mathematical Equations – Tutorials VIII.1, VIII.2
ii)Groups of Equations and Numbering – Tutorial VIII.3
iii)Matrices, Dots, Delimiters and Affixing Symbols – Tutorial VIII.4
iv)Operators, Equations, Symbols, Notations and Greek Letters – Tutorials VIII.5, VIII.6, VIII.7 and VIII.8
v)Focus on commonly used mathematical symbols, Greek letters and mathematical operations
MODULE 4
Theorem in LaTeX – Tutorial IX.1
AMS Theorem Package – Tutorial IX.2 (Omit IX.2.2 and IX.2.3)
Figures and Boxes
Boxes – Tutorial X (Sections X.1, X.2 only)
Floating Images – Tutorial XI (Sections XI.1.1, XI.1.2 and XI.1.5 only)
Cross References and Footnotes
Cross Reference – Tutorial XII (Sections XII.1, XII.2 only)
Footnotes – Tutorial XIII (Section XIII.1 only)
Presentation
Presentation – Text 2, Sections 12.1 to 12.2.4
Presentation – Text 2, Sections 12.2.6 to 12.2.9
(Omit Sections 12.2.5 and 12.2.7 as specified in the syllabus)
- Teacher: DEESHMA CP Faculty