Section numbers refer to the textbook. When class is over, I update the calendar to reflect what we covered and mark it in bold.
January 29
algebra review, 1.2
February 7
Quiz 1
2.4, 2.5
February 14
2.5, 2.6, 2.7
February 21
2.7, 2.8, 3.1
February 22
Monday schedule
3.1, 3.2
February 26
Quiz 2
3.3, 3.4
February 28
Monday schedule
review
March 6
3.4, 3.5, 3.6, 3.7
- 1.2
- linear and quadratic functions (review)
- 1.4
- trigonometric functions (review)
- 1.5
- inverse functions (review)
- 1.6
- exponential and logarithmic functions (review)
- 2.1
- limits: instantaneous velocity and tangent lines
- 2.2
- investigating limits
- 2.3
- basic limit laws
- 2.4
- limits and continuity
- 2.5
- indeterminate forms
- 2.6
- the squeeze theorem and trigonometric limits
- 2.7
- limits at infinity
- 2.8
- the intermediate value theorem
- 3.1
- definition of the derivative
- 3.2
- the derivative as a function
- 3.3
- product and quotient rules
- 3.4
- rates of change
- 3.5
- higher derivatives
- 3.6
- trigonometric functions
- 3.7
- the chain rule
- 3.8
- implicit differentiation
- 3.9
- derivatives of general exponential and logarithmic functions
- 3.10
- related rates
- 4.1
- linear approximation
- 4.2
- extreme values
- 4.3
- the mean value theorem and monotonicity
- 4.4
- the second derivative and concavity
- 4.5
- L'Hôpital's rule
- 4.6
- analyzing and sketching graphs of functions
- 4.7
- applied optimization
- 5.1
- approximating and computing area
- 5.2
- the definite integral
- 5.3
- the indefinite integral
- 5.4
- the fundamental theorem of calculus, part I
- 5.5
- the fundamental theorem of calculus, part II
- 5.7
- the substitution method
- 5.8
- further integral formulas