Calculus (English)

MISSION STATEMENT

The Eqbal Ahmad Centre for Public Education (EACPE) seeks to foster the use of science and reason to understand nature and society and so better enable all citizens of Pakistan to participate fully in the political, social, economic, and cultural life of their society; to exercise their democratic rights and responsibilities; to value human rights, democracy and the rule of law; to promote cultural and religious diversity; to raise awareness of global issues and the natural environment; and to advance the goals of international peace and justice.

EACPE is named to honour the life and work of distinguished Pakistani academic, activist, and public intellectual, Dr. Eqbal Ahmad.

TEACH YOURSELF SERIES

A NOTE FROM NOAM CHOMSKY

“The EACPE record is very impressive, and hopeful — a rarity these days. About the webpage (design), I don’t have anything useful to say. Have little experience that’s relevant. To me personally, the range and choice of topics is appealing and impressive. I can’t think of any useful way to improve it.”

— Noam

(Received on 5th May, 2017. As a member of the EACPE board, Professor Noam Chomsky was asked to suggest how to improve our main page)

Lecture 30: Sequences and Series – II (Calculus – English)

Lecture 29: Sequences and Series – I (Calculus – English)

Lecture 28: Complex Numbers (Calculus – English)

Lecture 27: 1st Order Differential Equations – II (Calculus – English)

Lecture 26: 1st Order Differential Equations – I (Calculus – English)

Lecture 25: Vector-valued Functions (Calculus – English)

Lecture 24: Vectors (Calculus – English)

Lecture 23: Polar Coordinates (Calculus – English)

Lecture 22: Parametric Curves (Calculus – English)

Lecture 21: Functions (Calculus – English)

Lecture 20: Length of a Curve (Calculus – English)

Lecture 19: Numerical Integration (Calculus – English)

Lecture 18: Convergent and Divergent Integrals (Calculus – English)

Lecture 17: Integration Techniques – III (Calculus – English)

Lecture 16: Integration Techniques – II (Calculus – English)

Lecture 15: Integration Techniques – I (Calculus – English)

Lecture 14: Integration – II (Calculus – English)

Lecture 13: Integration – I (Calculus – English)

Lecture 12: Taylor’s Theorem (Calculus – English)

Lecture 11: Inverse Functions and Logarithms (Calculus – English)

Lecture 10: The Exponential Function (Calculus – English)

Lecture 9: Useful Calculus Theorems (Calculus – English)

Lecture 8: Maxima and Minima (Calculus – English)

Lecture 7: Differentiation – II (Calculus – English)

Lecture 6: Differentiation – I (Calculus – English)

Lecture 5: Continuous Functions (Calculus – English)

Lecture 4: Limits (Calculus – English)

Lecture 3: Graphs of Functions -II (Calculus – English)

Lecture 2: Graphs of Functions – I (Calculus – English)

Lecture 1: Functions (Calculus – English)

MISSION STATEMENT

TEACH YOURSELF SERIES

A NOTE FROM NOAM CHOMSKY