Embedded Files
Session Plan :
Session Plan :
15 Mins : Introduction to local maximum, local minimum, saddle point and Critical Points
15 Mins : Second Derivative Test and Explain why the test works
15 Mins : Solving Problems
05 Mins : Summary
Lecture Material : (PDF, PPT)
Lecture Material : (PDF, PPT)
Maxima and Minima.pdfMaxima and Minima 1.pdfLearning Material (IV Quadrant Approach)
Learning Material (IV Quadrant Approach)
(Q1) : Text and Image based Content (PDF/Image Formats)
(Q1) : Text and Image based Content (PDF/Image Formats)
(Q2) : Video Based Content (Youtube)
(Q2) : Video Based Content (Youtube)
(Q3) : Formative Assessment (Google Form/Any Other Online Quiz Platform)
(Q3) : Formative Assessment (Google Form/Any Other Online Quiz Platform)
Maxima and Minima 1.pngKey Questions
Key Questions
1.How does a saddle point differ from a local maximum or local minimum?
1.How does a saddle point differ from a local maximum or local minimum?
2.Can a saddle point be a point of inflection in both x- and y-directions? Explain.
3. How would you determine local extrema if the function is not differentiable at a point?
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