The Final Exam will be given on Tuesday, June 30, from 7:00 to 10:00 p.m., in CLH B.

• You must bring your Yorkcard or photo ID.
• Use of calculators, cell phones, head phones or books is not allowed.
• This exam covers all sections of the course from 1.2 through 3.4.
• You will receive one bonus mark if you affirm, with a signature on the exam, that you have completed the course evaluation.
• This list of formulas will be included as the last page of the exam.
• You must memorize all other formulas that you may need.
  In particular, know the formulas for the volumes of spheres, cylinders and cones.
• There are no proofs on the exam.
• There will be 12 questions. (Most of these questions have parts.)

1. There is a question to find the largest domain of a function with a given formula.
2. There is a question on inverse functions.
3. There is a question to evaluate limits using both the methods of Section 1.6 and L'Hopital's Rule.
4. There are derivatives to compute using derivative formulas.
5. There is a question on sketching the graph of a given function.
6. There is a word problem on applying the chain rule (related rates problem).
7. There is a word problem on maxima and minima.
8. There is a question on lower and upper Riemann sums.
9. There is a question on computing definite integrals by the methods of Section 3.3.
10. There is a question on the Fundamental Theorems of Calculus.
11. There is a question on computing the area between two curves.
12. There are 8 true/false questions where you are asked to justify your answers.