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Newton's Method, Rolle's Theorem and the Mean Value Theorem (V-U)
Course:
Calculus And Analytical Geometry (V-U)
Discipline:
Basic and Health Sciences
Institute:
Virtual University
Instructor(s):
Dr. Faisal Shah Khan
Level:
Undergraduate
Calculus And Analytical Geometry (V-U)
Absolute Value (V-U)
Additional Convergence tests (V-U)
Alternating Series ; Conditional Convergence (V-U)
Applications of Differentiation (V-U)
Limits (Computational Techniques) (V-U)
Area as Limit (V-U)
Limits (Intuitive Introduction) (V-U)
Area between two curves (V-U)
Limits (Rigorous Approach) (V-U)
Area of Surface of Revolution (V-U)
Limits and Continuity of Trignometric Functions (V-U)
Continuity (V-U)
Lines (V-U)
Coordinate Planes and Graphs (V-U)
Maximum and Minimum Values of Functions (V-U)
Definite Integral (V-U)
Newton's Method, Rolle's Theorem and the Mean Value Theorem (V-U)
Derivatives of Inverse Functions (V-U)
Operations on Functions (V-U)
Derivatives of Trigonometric Functions (V-U)
Real Numbers, Intervals, Inequalities. (V-U)
DIstance; Circles, Quadratic Equations (V-U)
Second Fundamental Theorem of Calculus (V-U)
Sequences and Monotone Sequences (V-U)
Evaluating Definite Integral by Substitution (V-U)
Extreme Maxima (V-U)
Sigma Notation (V-U)
First Fundamental Theorem of Calculus (V-U)
Tangent Lines, Rates of Change (V-U)
Functions (V-U)
Taylor and Maclaurin Series (V-U)
Graphing Functions (V-U)
Techniques of Differentiation (V-U)
Implicit Differentiation (V-U)
The Chain Rule (V-U)
Improper Integral (V-U)
The Derivative (V-U)
Infinite Series (V-U)
Volumes by Cylindrical shells (V-U)
Volumes by slicing; Disks and Washers (V-U)
Integration by Substitution (V-U)
Work and Definite Integral (V-U)
Integrations (V-U)
L'Hopital's Rule (V-U)
Length of Plane Curves (V-U)
