Lecture 2 Calculus [Implicit and parametric differentiation] G12

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Implicit and parametric differentiation

Lecture 3 Calculus [Higher derivatives of the function] G12

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Higher derivatives of the function

Lecture 4 Calculus [Derivatives of exponential and logarithmic functions] G12

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Derivatives of exponential and logarithmic functions

Lecture 5 Calculus [Related time rates] G12

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Lecture 6 Calculus [Behavior of functions] G12

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1- increasing and decreasing functions. 2- Local maxima and minima (Local extrema). 3- Absolute maxima and minima (Absolute extrema).

Lecture 7 Calculus [Convexity of curves and inflection points and Curve sketching] G12

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Convexity of curves and inflection points and Curve sketching.

Lecture 8 Calculus [Applications of maxima and minima] G12

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Applications of maxima and minima

Lecture 9 Calculus [integration involves exponential and logarithmic functions] G12

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integration involves exponential and logarithmic functions

Lecture 10 Calculus [Methods of integration] G12

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Methods of integration

Lecture 11 Calculus [The definite integral] G12

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The definite integral

Lecture 12 [Areas and volumes in the plane] G12

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Areas and volumes in the plane

Lecture 1 Algebra [Binomial theorem for positive integer power] G12

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