MTH 306 FINAL EXAM FALL 2008
Last Name:
First Name:
Your OSU ID Number:
Your Recitation time starts at circle one: 12 PM (noon) 2 PM 4 PM
Instructions:
•There are 12 problems worth 5 points each. Some problems have parts.
•Six problems are multiple choice. This means there is one correct answer and you must circle the
correct answer to receive any credit.
•Three problems list five statements. You must mark the letter T next to each true statement and the
letter F next to each false statement in the space provided next to each statement. You will
earn 1point for each correctly marked response.
•Three problems are long-answer problems where you may earn partial credit depending on your work.
Each problem has a space in which to write your answer. Expect to lose credit if you do not put
your answer in the space provided. Space also is provided for you to show your supporting work.
Expect to receive no credit for a correct answer that your work does not support. This
means that you must present the mathematical reasoning needed to justify your answers.
•You may use any correct method to solve a particular problem, unless that problem directs otherwise.
•You may use a calculator for standard numerical calculations but not for symbolic differentiation,
integration, or other calculus operations. You may use the calculator to check your work, but on the
long-answer questions you must include the mathematical reasoning needed to obtain any
answer you give just as if you didn’t have a calculator available during the exam. Iwant
to know what you know, not what your calculator knows.
•Give exact answers whenever possible. Decimal approximations to answers that can be given exactly
will not receive full credit.
•Solve the problems in the order that is easiest for you. Skip problems that you find harder and come
back to them later.
•The exam is closed book and no notes are allowed.
•GOOD LUCK!
Problem 12345678910 11 12 Tota l
Score
Hint. The space provided for your required work or scratch work should be adequate for solving each
problem. If you find the space provided inadequate you can be reasonably sure there is another way to solve
the problem.
1
