The course is designed for first Semester students of BSc Honours in Mathematics. 

This course provides a solid foundation in both mathematical logic and

the principles of calculus. Beginning with "Basic Logic", students explore

propositional logic, propositional equivalence, predicates, and

quantifiers. The course then transitions to "Functions", covering the

basics of functions and their graphs, combining functions through

shifting and scaling, and introducing inverse functions.

The core of the course is dedicated to "Derivatives", where students

are introduced to techniques of differentiation without formal proof,

higher derivatives, product and quotient rules, derivatives of trigonometric

functions using formulas, the chain rule, and implicit differentiation.

The focus is on practical applications, preparing students for

real-world problem-solving.

The course concludes with an