Aug
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21
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Introduction to Course |
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13
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4.1
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Exponential Functions
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16
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4.2
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Logarithmic Functions
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23 |
1.4 |
Slope and Linear Functions |
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18
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4.3, 4.4 |
Applications
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25 |
2.1-2.2 |
Limits, Continuity |
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20
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5.1 |
Integration |
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28 |
2.3-2.4 |
Average Rates of Change, Difference Quotients
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23
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5.2 |
Area and Definite Integrals |
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30
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2.4-2.5 |
Difference Quotients, Differentiation Techniques
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25
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5.3 |
Limits of Sums |
Sept
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1
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2.6 |
Instantaneous Rates of Change
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27
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5.4 |
Properties of Definite Integrals |
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4
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HOLIDAY
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30
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5.5
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Integration Techniques:
Substitution
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6
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2.7-2.8 |
Differentation Techniques: The Product and Quotient Rules,
The Chain Rule
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8
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2.8
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The Chain Rule/Review
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Nov
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1
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5.5 |
More Integration by
Substitution |
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11
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Review
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13
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EXAM 1
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15
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3.1
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First Derivatives to Find
Maximum and Minimum Values |
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3
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Review
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18 |
2.9/3.2
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Higher Order Derivatives/
Second Derivatives to Find Maximum and Minimum Values
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6
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Review
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8
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EXAM 3
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20
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3.2 |
Second Derivatives to Find Maximum and Minimum Values |
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10
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6.1 |
Consumer's and Producer's
Surplus
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22
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3.3
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Rational Functions, Asymptotes
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25
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3.4 |
Absolute Maximum and Minimum Values
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13
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6.4 |
Probability |
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27 |
3.5 |
Maximum-Minimum Problems:
Business Applications |
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15
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6.5 |
Expected Value (to top of p.469) |
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17
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6.6
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Volume (Bonus Problem on Final
Examination)
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HOLIDAYS |
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29 |
3.5 |
More problems
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27
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6.3 |
Improper Integrals
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Oct
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2
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3.7 |
Implicit differentiation, Related rates |
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29
|
7.1-7.2 |
Partial Derivatives |
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4
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3.7 |
Related Rates
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Dec
|
1
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7.3 |
Higher-Order Partial Derivatives,
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4
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7.4 |
Maximum-Minimum Problems
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6
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Review
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9
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Review |
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6
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Review |
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11
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EXAM 2 |
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8
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Review |