(most links are to PDF files)
Basic Info
Also of interest
Review Sessions for the Final
Christy Niemerg - Section 7
Sunday, Dec 5: 8:00–10:00 PM Room 300 Carnegie
Sunday, Dec 12: 8:00–10:00 PM Room 300 Carnegie
Eric Wortman - Section 100 (TA)
- Tuesday, Dec 14: 5:30–7:30pm Room 311 Carnegie
Jim Deegan - Section 6
Monday, Dec 13: 11:00am - 12:15 Room 208 Carnegie
Wednesday, Dec 15: 11:00am - 12:15 Room 208 Carnegie
Cosmin Anitescu - Section 3 (TA)
Wednesday, Dec 15: 5:00–7:00pm Room 316 Carnegie
Final Exam Topics
- Limits, including Trig limits, infinite limits, and limits at infinity (but not epsilon-delta proofs)
- Continuity
- Derivatives, including finding the derivative using the definition, derivatives of trig functions, product rule, quotient rule and chain rule (but not their proofs), implicit differentiation.
- Related rate problems
- Max-min problems
- Curve sketching, including finding absolute max’s and min’s, relative extrema, critical values, monotonicity, concavity, points of inflection, asymptotes
- Riemann Sums, The Fundamental Theorem of Calculus, evaluating definite and indefinite integrals, “u” substitution (but NOT the solution of differential equations Section 5.2)
- The natural log and natural exponential functions, inverse functions and their derivatives, logarithmic differentiation, (but NOT general exponential and log functions Section 7.4)
Handouts
Midterm Exams
Old Finals
Other Useful Links
Local
On The Web