Example Sessions

Example Session 1

Functions - domain, range, manipulation with modulus function

Example Session 2

Limits - use of algebraic identities, cancellation, piecewise defined functions, left and rigthlimits, dealing                 with the 'greatest integer less than or equal to' function

Example Session 3

More limits -  dealing with square root and continuity, limits involving sine function and squeeze theorem  

Example Session 4

Continuity and Differentiability - application, intermediate value theorem, chain rule

Example Session 5

Curves and Absolute Extrema

Example Session 6

Absolute maximum and graph sketching -  intervals where function is increasing, decreasing , intervals where the graph of the function is concave upward or concave downward, relative extrema, absolute extrema and points of inflection.