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Calculus is the study of change with its primary focus on:
1. Rate of Change (Differentiation Calculus)
2. Accumulation (Integral Calculus)
In this course, we will be covering the building blocks of Calculus :Limits andDerivatives(Differential Calculus) in an interactive manner with the help of15+ video lectures, miscellaneous examples, quizzes and solutions.
Calculus Fundamentals: Section 1 -LIMITS
- Concept of Limits:For making you familiarwiththe notion of the Limit.
- Existence of Limits: Introduction to the Left Hand Limit and the Right Hand Limit.
- Algebra of Limits: Addition, Subtraction, Multiplication and Division in Limits.
- LHospital Rule: A handy toolto circumventthe common indeterminate forms when computinglimits.
- The Sandwich Theorem: To evaluate limits of functions that can't be computed at a given point.
- Limits of Trigonometric Functions: To cover the importantlimit identities oftrigonometric functions.
- Limits at Infinity:To evaluate limits at points tending to positive and negative infinity.
Calculus Fundamentals: Section 2-DERIVATIVES
- Concept of Derivatives: Meaning of the term "Derivative" in Mathematics.
- First Principle of Derivatives:The conventional way of computing derivatives.
- Algebra of Derivatives:Addition, Subtraction, Multiplication and Division in Derivatives.
- Derivatives of common functions:To set you free tocalculate derivative ofcombination of any functions.
- The Chain Rule:Tocalculate the derivatives of composite functions no matter howcomplex they are.
Calculus Fundamentals: Section 3- FORMULAE & REFERENCES
- For a quick glance over the formulae and notations used throughout the course.
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Enrol in this course, Learn the fundamentals and Master the calculus.
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Updated nowwith Practice Worksheets for Limits and Derivatives-The MOREyou practice, the BETTERyou become.
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