Math 100 - Section 106


Textbook Calculus, Early Transcendentals, 7th edition, by James Stewart. If you have an older edition of the textbook, that's good enough. But, you need to find out the corresponding textbook sections and question numbers yourself, perhaps by borrowing the current edition from a friend and transferring the information to your textbook.

Grading scheme

Assignments and Quizzes - 10%
Midterm I - 20%
Midterm II - 20%
Final Exam - 50%

  • There will be one week notice for quizzes.
  • Your lowest quiz/homework mark will not be counted toward your final grade.
  • Homework assignments will not be accepted after the due date.

  • How can I be good in this course?
    • Participate in lectures. Even if you think you know the materials! By experience, when you skip classes frequently that's the time that you should be worried about your performance in this course.
    • When you got home read your notes CAREFULLY and do examples WITHOUT looking at the solutions. Then, grab your textbook and find the corresponding section and DO EXAPMLES.
    • Do Homework Assignments which are selected from the exercises at the end of each section.
    • Do other exercises that you do not need to hand in.
    If you have any questions, you are very welcome to show up in my office hours and ask your question. Also, you can walk to Math Learning Center and ask for help.
    The common page for all sections of MATH 100 which includes: course outline, Learning Objectives, Suggested Homework Problems, Old exams and some policies.
    News: There are few review and problem solving classes which will be announce here.
  • On Monday Nov. 7th at 1pm-3pm there is an informal problem solving class in Math 103.
  • Quiz#3 on Tuesday Oct. 18th am from 8:00 to 8:15 in class. The quiz is going to be on derivatives, Sections 3.1-3.6. I'll give you questions about finding limits using derivatives (Section 3.3) and also finding derivatives using rules and formulas. You need to remember the table of formulas that we saw in last class, ie. derivative all those known functions and their inverses. Please redo all homework questions of chapter 3 and make sure you are comfortable with finding derivatives.
  • On Monday Oct. 17th at 1pm-3pm there is an informal problem solving class in Math 103.
  • On Monday Oct. 3th at 1pm-3pm there is an informal problem solving class in Math 103.
  • On Tuesday Oct. 4th at 4:30pm-7pm there is an extra office hour in LSK100C.
  • Midterm #1 on October 6th. I will upload a sample for midterm this week.
  • On Thursday Sept. 29th there is a quiz from 8 am to 8:10 am in class. The quiz is going to be on Sections 2.5 and 2.6. This time, I wont give you exactly homeworks' questions! So, limited time and more challenging questions.
  • On Monday Sept. 26th at 1pm-3pm there is an informal problem solving class in Math 103.
  • On Monday Sept. 19th at 1pm-2:30pm there is an informal review class in Math 103.
  • On Tuesday Sept. 20th there is a quiz from 8 am to 8:15 am in class. The quiz is going to be on Sections 2.2 and 2.3. The questions in quiz will be very close to Homework#1. I may even give you exactly some of homework#1's questions! If you are late, you will miss the quiz and your grad will be zero.

  • Assignments: Doing the homework problems is essential in order to do well in the course. I believe that it's impossible to learn mathematics just by listening to or watching someone who is doing mathematics.

    Print out the cover sheet and fill in your information (use your registration name). STAPLE your solutions with the cover sheet on top.


    • Warm-up Homework (Due on Tuesday Sept. 13th at 8:00AM - beginning of the lecture)
      • Section 1.1: 27,28,45,49.
      • Section 1.3: 3,5,37,39,50,51.
      • Section 1.5: 3,4,23.
      • Solutions and the graph for question 5 in Section 1.3 can be found here.

      Only a subset of homework questions will be marked. But, you need to hand in all questions. Quiz is gonna be very close to homework questions.
      Problem with Solution. In the very last line there is a typo, i.e. h goes to zero not infinity. (Do Not hand in this)
    • Homework 1 (Due on Tuesday Sept. 20th at 8:00AM - beginning of the lecture)
      • Section 2.2, page 96-98: 4,6,7,8,9,11,12,16,29,31,34,35,36,37.
      • Section 2.3, page 106-108: 1,2,12,14,15,18,19,21,23,26,29,37,39,43,44,45,46,48,49,50,51,53,58,63.
      • Problem Plus, chapter 2, page 170-171: 2,3,9.
      • Solutions.

      Solutions of the Quiz#1 on Sept. 20th.
    • Homework 2 (Due on Tuesday Sept. 27th at 8:00AM - beginning of the lecture)
      Solutions of the Quiz#2 on Sept. 29th. I also attached Brianna's impressive solutions! At the first page, I have some suggestions, please follow if applicable.
    • Homework 3 (Do not hand in)
      • Section 2.7, page 150-153: 5,6,13,15,33,45,51,53,54.
      • Section 2.8, page 162-165: 3,37,39,45,51,55.
      • Section 3.1, page 181-183: 14,16,23,33,35,51,55,67,73,75.
      • Section 3.2, page 189-191: 3,5,13,27,29,32,43,45,47,49,54.
      • Section 3.3, page 197-198: 1,13,23,29,39,41,42,44.
      Note: Since there is midterm#1 on Thursday Oct 6th, you do not need to hand in homework#3. But, I will use some of these questins (or very similar versions) in midtem#1. On Monday's problem solving class and also on my other office hours, you are very welcome to ask questions about this homekwork.
      Thursday. Oct. 6 - Midterm 1 (60 minutes, during class), based on all material covered up to this point, ie., end of Section 3.3, page 198 in textbook. Note: On Monday's prblem solving session and also on other office hours we can solve these sample midterms.
    • Homework 4 (Due on Tuesday Oct 11th or Thursday Oct 13th at 8:00AM - beginning of the lecture)
      • Section 3.4, page 205-208: 5,12,13,17,22,23,24,29,33,35,37,42,49,50,53,59,61,72,73,80,81.
      • Section 3.5, page 215-217: 11,15,16,19,21,22,29,31,37,39,45,71,75, 80(Question 80 is optional to hand in!).
      Note: Since many of you wanna travel and enjoy thanksgiving holidays with families and friends, the due date is optional between Tuesday Oct 11th and Thursday Oct 13th. Have a wonderful long weekend!
    • Homework 5 (Due on Tuesday Oct 18th at 8:00AM - beginning of the lecture)
      • Section 3.5, page 215-217: 54,56,57,60,77.
        Note: I strongly encorage you to solve all questions 49-60, you are very welcome (optional) to hand in all questions 49-60.
      • Section 3.6, page 223: 3,4,11,12,30,32,33,37,46,48,49,50.
      • Section 1.6, page 69-72: 37,38,53,67,69.
      • Problem Plus, chapter 3, page 271-272: 12,18,27.
      Note: There will be NO quesion about derivatives of arcsec(x), arccsc(x) and arccot(x) in all exams (Quiz,Midterm and Final). However, for sure there will be some questions about arcsin(x), arccos(x) and arctan(x).
      Note: Common mistake involving doubly exponent functions.
    • Quiz#3 on Oct 18th. I appreciate your effort in class to solve problems. Since many of you have made the same type mistakes as in the midterm, please write the solutions clearly and with details, and hand in on Thursday Oct 20th.Thanks.
      Please make sure that you understand the details.
      Solutions and Scheme of Quiz#3.
    • Homework 6 (Due on Tuesday Oct 25th at 8:00AM - beginning of the lecture)
      • Section 3.7, page 233-236: 3,5,7,9,13,14,15,16,17,20,26,35.
      • Section 3.8, page 242-244: 3,4,5,7,8,9,10,11,12,13,15,16,17.
      • Section 3.9, page 248-250: 4,5,6,12.
        Note:
        • There will be more questions on Section 3.9 in the next homework.
        • You can use your calculator to get the final answer in the last step of your works. But, do not program something that solves everything! Make sure you can work with ln and you can simplify everything.

    • Homework 7 (Due on Tuesday Nov 1th at 8:00AM - beginning of the lecture)
      • Section 3.9, page 248-250: 7,10,13,14,15,18,20,22,24,25,26,27,29,30,35,37,40,41,45.
      • Section 3.10, page 255-256: 2,3,4,23,24,25,26,27,28,43.
      • Problem Plus, Section 3, page 272: 33.
        Note:
        • Hints for questions of Section 3.9.
        • Useful formulas.
        • I strongly encorage you to solve all questions in Section 3.9 (optional).
        • You can use your calculator to get the final answer in the last step of your works. But, do not program something that solves everything! Make sure you can work with ln and you can simplify everything.
        • Solutions.

    • Taylor Series notes. You can see Maclaurin Polynomials of the Sine Function.
    • Homework 8 (Due on Tuesday Nov 8th at 8:00AM - beginning of the lecture)
      Tuesday. Nov. 15th - Midterm 2 (70 minutes, in class), based on all materials covered after Midterm#1 (beginning of Section 3.4, page 198 in textbook) up to Nov 15th.
      Some examples and homework questions on Taylor's polynomial with Remainder that we did in class.
    • Homework 9 (Due on Tuesday Nov 22th at 8:00AM - beginning of the lecture)
    • Homework 10 (Due on Tuesday Nov 29th at 8:00AM - beginning of the lecture)
      • Section 4.3, page 297-300: 11,12,18,25,26,31,38,41,42,48,51,67,68,82,83.
        • Optional questions: 1,13,14,43,44,45,50,71,77.
      • Solutions.
      • Section 4.5, page 317-318: 5,13,19,25,30,31,35,51,52,63,64,69.
        • Optional questions: 11,19,28,54,61,71,72.
      • Solutions.

      Some examples and homework questions on Optimization Problem and Newton's Method for Lecture# 23.
      Some examples on Antiderivatives for Lecture# 24.
      Some information about Final Exam.
      Please take a look at the outline to make sure what you need to know about the exam: Course Outline.
      VERY IMPORTANT: Start reviewing the course materials by reading these few pages. Please read my study suggestions too. Review.
      You MUST do some of old final exams. You can find them here: Old Final Exams. Also, you can get the solutions from UBC Math Club in MATX 1119. Here is the map. They are open on Monday, Wednesday, Friday from 10am-2pm and on Tuesday, Thursday 11am -3:30pm.
      The End. It was an honor for me to be in this class with you. I will keep this gift card forever! Gift Card