Math 120 B, Spring 2018

Contents

Quick start guide

Instructor: Nikolas Eptaminitakis

email: neptamin@uw.edu

Lecture time and location: MWTh 6:30-7:50 in CMU 228

Office Hours: Tuesdays 2:00-3:00 pm and Fridays 12:00-1:00 pm in PDL C-20

This class provides the background necessary to succeed in Calculus and Life. It has weekly quizzes, 2 midterms and a final. It also has homework twice a week. Also see the section “What you need” below.

Announcements

General information about the course

The aim of this course is to help you build the strong math background necessary to succeed in calculus, by training you in solving lengthy multi-part word problems. Even if you have taken precalculus before at high school level, you will probably find this class challenging. It covers a large amount of material and is fast paced; that means, you should try your best to not fall behind. This course assumes some prior exposure to the material covered in the first 12 chapters of the textbook (functions as a concept, graphs of functions, linear, quadratic, exponential and logarithmic functions), but those will still covered in detail. However, it doesn’t assume ability to solve lengthy and difficult problems. This ability will be developed in this course.

Unlike the morning sections, the evening section meets 3 times a week, 80’ each time, and there are no quiz sections. I will be lecturing for the first 50 minutes approximately, and for the remaining time I will be having you work on a couple of problems on the material discussed. This is a very important part of the class, since you will have access to instant feedback from me and your classmates. To get the most out of the lectures, you are expected to read the corresponding chapter of the book beforehand and bring questions. See the calendar below for the material covered in each day.

You should also read this.

What you need

Homework

There will be homework due twice a week, Tuesdays and Fridays, collected and graded through Webassign. It is very important that you write down full solutions for the homework problems. Being able to do so is a skill you will need for the exams, and homework is a great opportunity to practice it. No individual extensions will be given for homework problems, but at the end I will add 10% to your homework average score, up to 100% (that is, 87% will count as 97% and 92% will count as 100%).

Exam Information

Midterm 1 Thursday, 04/19, 6:30 – 7:50 pm
Midterm 2 Thursday, 05/10, 6:30 – 7:50 pm
Final Wednesday, 06/06, 6:30 – 8:20 pm

Grading Policies

The grade distribution is as in the table below.
Homework 15%
Quizzes 10%
Lowest Midterm 20%
Highest Midterm 25%
Final 30%

This class is curved. This means that your grade will depend on your performance relative to the performance of the class. Note that a grade of 2.5 and above is required to proceed to Calculus (Math 124).

Study Resources

Here’s a few resources that can help you succeed in Math 120:

As mentioned before, you can find past exams here.

Calendar

Use this calendar to find out which sections of the book you are expected to have read before coming to class. I will be updating it at the end of every week, so it contains an estimate of the material to be covered on the upcoming week.

Week Day Material discussed Homework
1: 03/26-30 Monday Introduction
Chapter 1
Notes
Tuesday No Homework
Wednesday Chapter 2
Notes
Thursday Chapter 3
Friday No Homework
2: 04/02-06 Monday Exercises
Start Chapter 4
Notes
Tuesday Chapter 1
Chapter 2
Wednesday Finish Chapter 4
Quiz 1
Thursday Chapter 5
Start Chapter 6
Notes
Friday Chapter 3
3: 04/09-13 Monday Exercises
Chapter 6
Notes
Tuesday Chapter 4
Chapter 5
Wednesday Finish Chapter 6
Start Chapter 7
Notes
Quiz 2
Thursday Finish Chapter 7
Notes
Friday Chapter 6
4: 04/16-20 Monday Exercises
Start Chapter 8
Might find this useful.
Notes
Tuesday Chapter 7 Part 1
Chapter 7 Part 2
Wednesday Finish Chater 8
Review Problems
Notes
Thursday Midterm 1
Friday No homework
5: 04/23-27 Monday Chapter 9
Notes
Tuesday Chapter 8
Wednesday Chapter 10
Notes
Quiz 3
Thursday Chapter 11
Friday Chapter 9
6: 04/30-05/04 Monday Start Chapter 12
Notes
Tuesday Chapter 10
Chapter 11
Wednesday Chapter 12
Start Chapter 13
Notes
Quiz 4
Thursday Finish Chapter 13
Start Chapter 14
Notes
Friday Chapter 12
7: 05/07-11 Monday Finish Chapter 14
Notes
Tuesday Chapter 13
Wednesday Midterm review
Examples on linear-to-linear functions
Thursday Midterm 2
Friday Chapter 14
8: 05/14-18 Monday Chapter 15
Notes
Tuesday
Wednesday Chapter 16
Notes
Thursday Chapter 17
Notes
Friday Chapter 15
9: 05/21-25 Monday Chapter 18
Notes
Tuesday Chapter 16
Wednesday Chapter 19
Notes
Quiz 5
Thursday Start Chapter 20
Notes
Friday Chapter 17
Chapter 18
10: 05/28-06/01 Monday Memorial Day (no class)
Tuesday
Wednesday Chapter 20
Notes
Quiz 6
Thursday Review
Friday Chapter 19 Part 1
Chapter 19 Part 2
Finals Week Wednesday Final exam Chapter 20