MATH 17B - CALCULUS FOR BIOSCIENCES

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**** FINAL EXAM - Tuesday, March 21, 8-10AM in CHEM 194 ****

***** List of MATERIAL FOR FINAL EXAM ******

***** practice problems for final exam ******

***** problem session - Monday, March 20, 4-6PM in HARING 2205 ******

extra review session:
Andrew and Lola (TAs from professor Tuffley's MAT17B section) will hold a review
session on Monday 6:30-9:00pm in Dutton Hall room 3216. Andre and Lola wrote a
practice exam to help students prepare for the exam. They will give a practice exam
and then will spend some time going over questions.

Andre and Lola's practice exam.
Solutions to Andre and Lola's practice exam.

Please note: this practice exam was written entirely by Lola and Andre, and
represents their best guess at what will appear on the final. They haven't seen the
actual final, and I have not vetted their exam in any way.

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Instructor
    Professor Tim Lewis
    office: MSB 2146
    email: tjlewis@ucdavis.edu
    office hours: Mon 4:00-5:00PM; Wed 11:00AM-noon; Thurs 2:00-3:00PM

Course webpage
    http://www.math.ucdavis.edu/~tlewis/teaching/mat17B.htm

Lectures
    MWF 10:00-10:50AM,    Room CHEM 194


TAs, TA office hours and Discussion Sections

Book and Course Material

Exams and Grading

Prerequisites

Important Information / Class Policies.


HOMEWORK:

Homework Set 1

due January 17

Solutions

Homework Set 2

due January 24

Solutions

Homework Set 3

due January 31

Solutions

Homework Set 4

due February 7

Solutions

Homework Set 5

due February 21

Solutions

Homework Set 6

due February 28

Solutions

Homework Set 7

due March 7

Solutions

Homework Set 8

due March 14

Solutions

practice problems

for midterm exam

Solutions in Manual

MIDTERM EXAM 17B

Solutions

Note that Midterm Exam will cover:
    (1) chapter 6: basic concepts of integration (sections 1, 2) and the application in section 3.1,2,3.
    (2) chapter 7: the substitution method, integration by parts, improper integrals, numerical integration,
           Taylor polynomials, (sections 1, 2, 4, 5, 7)
    (3) chapter 8: solving differential equations using separation of variables (section 1 - pp.474-482, pp.488-490),
           finding equilibrium point and determining their stability using the graphical method (section 2).


Extras:
        A Brief History of Calculus -- from Wikipedia.com