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Calculus- simpleNeasyBook
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WAGmob brings you Simple 'n Easy, on-the-go learning book for "Calculus".
The book provides:
Snack sized chapters for easy learning.
Designed for both students and adults.
This book provides a quick summary of essential concepts in Calculus by following snack sized chapters:
Limits, Continuity and Functions, € Introduction to Calculus. € Limits and Continuity. € Definition of Limit. € Right Hand and Left Hand Limit. € Limits Principle. € Limits of Trigonometric Functions. € Continuity. € Continuity Properties. € Function Definition. € Examples of Function. € Independent Variable. € Dependent Variable. € Boolean Functions. € One-to-One Functions. € Onto Functions. € Exponential Functions. € Logarithmic Functions. € One-to-One Correspondences. € Inverse Functions.
Derivatives and Differentiation, € Differentiation. € Derivative: Definition. € Derivative: Example. € Continuity and Differentiability. € Higher- Order Derivatives. € Inflection Point. € Differential Notations.
Applications of Derivative, € Applications of Derivative. € Motion in a Straight Line. € Derivative of Increasing and Decreas-ing Functions. € Curve Sketching. € Rolle€s Theorem. € Lagrange€s Mean Value Theorem.
Techniques of Differentiation I, € Derivative Rules. € Implicit Differentiation. € Common Derivatives. € Trigonometric Derivatives. € Derivative of sin x. € Derivative of cos x. € Derivative of tan x. € Derivative of cot x. € Derivative of sec x. € Derivative of cosec x.
Techniques of Differentiation II, € Inverse Trigonometric Derivatives. € Derivative of Inverse sin Function. € Derivative of Inverse cos Functions. € Derivative of Inverse tan Function. € Exponential Derivatives. € Logarithmic Derivatives. € Second Order Derivative. € Partial Derivatives.
Integrals and Integration, € Integral and Integration. € Definite Integral. € Riemann Sum. € Formal Definition of Definite Integral. € Approximating Definite Integrals. € Indefinite Integral. € Fundamental Theorem of Calculus.
Techniques of Integration, € Integration Properties. € Common Integrals. € Trigonometric Integrals. € Integrals of Some Particular Functions. € Integration by Substitution. € Integration by Parts. € Trigonometric Substitution. € Integrals of Some More Types.
Applications of Integration, € Applications of Integration. € Area under Curve. € Area between Two Curves. € Arc Length. € Volume of Revolved Solid (Disk Method). € Volume of Revolved Solid (Washer method). € Volume of Revolved Solid (Shell Method). € Surface Area. € Applications of Definite Integral. € Relation between Velocity and Acceleration. € Relation between Position and Velocity.
Differential Equations, € Differential Equations. € Types of Differential Equations. € How to solve Differential Equations. € Differential Equations: Applications. € Radioactive Decay in Nuclear Physics. € Newton€s Law of Cooling. € Malthusian Growth Model. € Acceleration of Falling Object.
Parametric Equations and Calculus, € Parametric Equations. € Slope of the Tangent Line. € Higher Order Derivatives for Parametric Equations. € Arc Length of Parametric Curves. € Slope with Parametric Equations.
Calculus of Polar Curves and Power Series,
Microeconomics,
Probability and Statistics.
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