Worksheets

2,1. 2,2: informal def. of limits & rules, onesided limits
(Lecture Notes, Worksheet, Solutions)
2.3, 3.5: limits with indeterminate forms, trig limits
(Lecture Notes, Worksheet, Solutions)
2.4: infinite limits, vertical asymptotes
(Lecture Notes, Worksheet, Solutions)
2.5: limits at infinity, horizontal asymptotes
(Lecture Notes, Worksheet, Solutions)
2.6: continuity (no intermediate value theorem)

3.1, 3.2: def. of the derivative, eq. of the tangent/normal line
(Lecture Notes, Worksheet, Solutions)
3.3, 3.4, 3.5, 3.9: derivative rules
(Lecture Notes #1, #2, Worksheet, Solutions)
3.7: chain rule
(Lecture Notes, Worksheet, Solutions)
3.8: implicit differentiation, logarithmic differentiation
(Lecture Notes, Worksheet, Solutions)
3.11: related rates and applications

4.1: maxima and minima, extreme value theorem
(Lecture Notes, Worksheet, Solutions)
4.3: intervals of increase & concavity, inflection points
(Lecture Notes #1, #2 Worksheet, Solutions)
4.4: graphing functions
(Lecture Notes, Worksheet, Solutions)
4.5: applied optimization
(Lecture Notes, Worksheet, Solutions)
4.6: linear approximation, marginal analysis
(Lecture Notes #1, #2, Worksheet, Solutions)
4.7: l’Hospital’s rule
(Lecture Notes, Worksheet, Solutions)
4.9: antiderivatives, initial value problems

5.1, 5.2: the integral, geometry & properties of the integral
(Lecture Notes, Worksheet, Solutions)
5.3: fundamental theorem of calculus
(Lecture Notes, Worksheet, Solutions)
5.5: substitution rule for integrals

Chapter 1: Precalculus and Algebra Review
Chapter 2: Limits
Supplementary Q – 2.6 Continuity 1
Supplementary Q – 2.6 Continuity 2
Supplementary Q – 2.6 Continuity 3
Supplementary Q – 2.6 Continuity 4
Supplementary Q – 2.6 Continuity 5
Supplementary Q – 2.6 Continuity 6
Supplementary Q – 2.6 Continuity 7
Supplementary Q – 2.6 Contunity Midterm Review
Chapter 3: Derivatives
Supplementary Q – 31,2 Fall 2020 Exam Question
Supplementary Q – 3.2 Derivative of Absolute Value Function
Supplementary Q – 3.2 Graphs of Derivatives
Supplementary Q – 3.7 Chain Rule with 3 functions
Supplementary Q – 3.7 Chain Rule with Table
Supplementary Q – 3.83.9 Official Prb
Supplementary Q – 3.9 MyLab HW
Supplementary Q – 3.11 MyLab HW
Supplementary Q – Higher Order of Derivatives
Supplementary Q – Section 3.8MyLabHW
Chapter 4: Applications of Derivatives
Optimization – Shipping Crates
Supplementary Q – 4.1 MyLab HW
Supplementary Q – 4.3 What Derivatives Tell
Supplementary Q – 4.4 Graphing Rational Functions
Supplementary Q – 4.4 Graphing Rational Functions2
Supplementary Q – 4.6 Linear Approximation
Supplementary Q – 4.7 – inf minus inf
Supplementary Q – 4.7 inf div inf
Supplementary Q – 4.7 LinearApp
Supplementary Q – Optimization – Dimensions for Cheapest Price
Supplementary Q – Optimization – Eq. that gives the Min. Area
Supplementary Q – Optimization – Largest Area on the coord plane
Supplementary Q – Optimization – Min. Wire Used
Supplementary Q – Optimization – Rectangle Area in Semicircle
Supplementary Q – Optimization – Spring 2020 Final Exam QuestionSolution
Supplementary Q – Optimization Business – Lecture Prb
Supplementary Q – Optimization Business Suppl
Supplementary Q – OptimizationShipping Crates
Supplementary Q1 – 4.3 Critical Points
Supplementary Q1 – Absolute Min – Max
Supplementary Q1 4.3 Local minmax
Supplementary Q1 4.4 Graphing Functions
Supplementary Q1 4.9 Trig Antidertivatives
Supplementary Q2 – 4.6 Linear Approximation
Supplementary Q2 – 4.9 Antiderivatives IVP
Supplementary Q2 – Absolute Min – Max
Supplementary Q2 4.4 Graphing Functions
Supplementary Q3 – 4.9 Antiderivatives IVP Poll Q
Chapter 5: Integral
Supplementary Q – 5.3 MyLab HWQ14
Supplementary Q – 55 Substitution Rule for Integrals Q2
Supplementary Q – 55 Substitution Rule for Integrals
Supplementary Q1 – 5.2 Geometry to eval def integral
Supplementary Q1 5.3 Evaluate the definite integral