Tuesday, May 29, 2012

MTH-075 Practice Test #1

The practice test is below. To get the most out of it, print it out and do the problems on your own. Then bring it to class with you on Wednesday, May 30. We will have a review session then, based on the practice test.

Note: You may have trouble downloading this practice test on a computer with an older version of Flash. If that happens, email me and I'll email you the pdf.

MTH075 Practice Test 1



Answers:

1. x = -13/2
2. x = 18/5
3. x = 1/13
4. x = 6
5. x = 5
6. x = 0
7. x = -7/9
8. x = 12
9. The number is 3.
10. The number is -16.
11. The larger integer is -51.
12. The smaller odd integer is 3.
13. R = E/I
14. W = (P - 2L)/2 or W = P/2 - L
15. x = 15/4
16. x = 3
17. B) [-5, ∞)
18. x < -2 {Draw <----) with parenthesis at x = -2}
19. x ≥ -6 {Draw [----> with parenthesis at x = -6}
20. x ≥ 11 {Draw [----> with parenthesis at x = 11}

Thursday, May 24, 2012

MTH-075 HW: Sections 2.3-7

Oops! It said MTH-095 instead of -075 in the title of this post. That's what happens when you let the computer complete your typing!

Here is the remaining HW for Chapter 2, except for the Chapter Review. Check back for that later.

2.4:



Tuesday, May 22, 2012

MTH-230 Homework, Sections 1.1 & 2.1-5

Click on image to enlarge. Solutions to follow.

Section 1.1:


MTH-075 Homework (Ch. 1, 2.1-3)

Here are scans of the HW pages. Click on them to enlarge.

End of Ch. 1 (p.119-20):




















Monday, May 21, 2012

MTH-075 Summer Test Schedule

Tentative test schedule. There isn't much wiggle room in our schedule. We can't move any of these test dates up, but there isn't much possibility of moving them back, either.

TEST 1: Monday, June 4
TEST 2: Monday, June 11
TEST 3: Monday, June 18
TEST 4: Monday, June 25
TEST 5: Monday, July 2
FINAL EXAM: July 11

    First Day Handout for MTH-075 Elementary Algebra


    MTH-075 Elementary Algebra                   Instructor: Edward Bailey (ebailey@bcc.edu)
    MW 05:30PM - 09:30PM, MC GUIRE AFB, Room MG           http://mathematikoi.blogspot.com

    Syllabus: Get the syllabus for this course. It is available at the bookstore for $1.80. It is also available on the website of Diane Veneziale, the course coordinator for MTH-075, at http://staff.bcc.edu/DVENEZIA/PDF/Math 075 Syllabus.pdf
    Attendance: You are expected to attend all class meetings. Showing up late or leaving early does not count as attendance. If you miss a class, you are responsible for obtaining missed class notes and assignments. Whenever possible, please let me know ahead of time if you are going to miss a class so I can let you know what work you will need to make up.
    Conduct: Students are here to learn. Any conduct that your fellow students would reasonably find distracting will be cause to remove you from the classroom. Examples of such misconduct include side conversations, texting, and sleeping. As your instructor, I am focused on the students who are actively engaged in learning. If other students are engaging in conduct that you find distracting, do not hesitate to bring it to my attention and I will deal with it promptly.
    Homework: It will be assigned in class. For your reference, it will also be listed on the blog. Bring it to class with you and be prepared to discuss it. Each assignment is from the exercises at the end of the sections we are covering in that unit and will be collected on test day. Staple all the work for that assignment together in order, with your name at the top of each page and the section number at the start of each section. NOTE: If your homework isn’t stapled, it will not be accepted.
    Calculators: Use of non-graphing calculators is always permitted. It must be a calculator, however, and not some other device with a calculator function, such as a cell phone.
    Unit Tests: Unit Tests will be given in class. If you cannot make it to class on the day of a test, notify me by email immediately or else your score will be zero. One retest is permitted to replace one of the five unit tests, to be taken before finals week. The higher score will apply.
    Final Exam: A comprehensive final exam will be given during finals week.
    Office Hours: I do not have an office. However, I can meet with students on campus on Mondays and Wednesdays before 5:30 pm. Email me and I’ll try to get back to you promptly. Email is the way for you to contact me outside of class. Use your BCC email account so your email is not mistaken for spam. Check my blog for announcements (see above).
    Grading Policy
    Homework 4%
    UNIT 1 TEST 16%
    UNIT 2 TEST 16%
    UNIT 3 TEST 16%
    UNIT 4 TEST 16%
    UNIT 5 TEST 16%
    Final Exam 16%
    Final Grades:
    85% and above O (Outstanding)
    70% to 84% P (Passing)
    Below 70% U (Unsatisfactory)
    At the instructor’s discretion, a “fudge factor” may be applied to a student’s grade. It will take the form of points added to the final percentage grade. Under no circumstances will points be taken away. The reasons for adding points to a student’s grade include attendance, class participation, coming to class prepared, and other indications of effort and positive attitude.
    "X" Contracts and Incompletes: There will be no “X” contracts or incompletes.

    MTH-230 Syllabus

    MTH-230 Differential Equations                         Instructor: Edward Bailey (ebailey@bcc.edu)
    MW 09:00AM - 11:45AM, TEC 210                                     http://mathematikoi.blogspot.com

    This first course in Differential Equations is equivalent to those offered at 4-year institutions. In the expectation that most, if not all, students enrolled in this course will be pursuing degrees in engineering, the topics covered will be geared toward engineering applications. This course should be readily transferrable to such institutions. Should any difficulty arise in securing transfer credit, the student should contact both the instructor and the BCC transfer coordinator.
    Course Outline
    Unit I: Basic definitions and principles.
    1) Basic definitions
    2) First order ordinary Differential Equations (DE’s)
                a) Existence (and uniqueness) theorem
                b) Solution methods
                            i) Separable variables
                            ii) Homogeneous DE’s
                            iii) Exact DE’s
                            iv) Solution by integrating factors of linear 1st order DE’s
                            v) Bernoulli Equation (optional)
    Unit II: Second order linear DE’s
    1) Preliminary theory
                a) Initial value and boundary value problems
                b) Linear dependence and independence
                c) Solutions of linear equations
    2) Variation of parameters
    3) Constructing a second solution of a 2nd order homogeneous linear DE from a known solution
    4) Homogeneous linear DE’s with constant coefficients
    5) Undetermined coefficients and differential operators
    6) Physical applications: mechanical vibration and analogous systems
    Unit III: Laplace Transform and systems of DE’s
    1) Laplace transform
    2) Inverse transform
    3) Translation theorems and derivatives of a transform
    4) Transforms of derivatives, integrals, and periodic functions
    5) Applications
    6) Dirac delta function (optional)
    7) Laplace transform method of solving systems of linear DE’s
    Prerequisite: MTH-220 Calculus III
    Text: Zill, D. A First Course in Differential Equations, The Classic Fifth Edition. Brooks/Cole, 2001.
    Grading: There will be three exams given, one corresponding to each unit. Where x is the average of your test grades, x ≥ 90% earns an A, x ≥ 80% earns a B, x ≥ 70% earns a C, and x ≥ 60% earns a D. Averages of at least 85% or 75% earn a B+ or C+, respectively.
    Homework: It will be assigned at each class meeting and posted on the blog (see above). It will not be collected or graded. Bring it to class and be prepared to discuss it. Since you made it through Calculus III, you should be well aware that diligence in doing homework assignments is the key to success.
    Calculators: Use of calculators on tests is neither necessary nor permitted.
    Office Hours: I do not have an office. However, I can meet with students on campus on Mondays and Wednesdays after class. Email me and I’ll try to get back to you promptly. Email is the way for you to contact me outside of class. Use your BCC email account so your email is not mistaken for spam. Check my blog for announcements (see above).

    Tuesday, May 1, 2012

    MTH-095 Practice Final (and Final Exam announcement)

    Here is the practice final. If you are able to do the problems on your own, you will be well prepared for the final. BTW, the final exam will be Wednesday, May 9. We will meet at our usual time and place.

    We will also have an additional review session on Monday, May 7. This is during finals week but our room should be available at our usual class time. Obviously you are not required to attend, but it may be helpful to you.

    If you have trouble accessing this practice final, email me at ebailey@bcc.edu and I will email you a copy.


    MTH 095 Practice Final -

    MTH-075 Practice Final (and Final Exam announcement)

    Here is the practice final. Make sure you can work as many the problems as you can on your own before the final. BTW, the final exam is at our usual meeting time and classroom on Wednesday, May 9.

    We will also have an additional review session on Monday, May 7. This is during finals week but our room should be available at our usual class time. Obviously you are not required to attend, but it may be helpful to you.

    If you have trouble accessing this practice final, email me at ebailey@bcc.edu and I will email you a copy.

    Be advised that there are typos in this practice final, so there are no correct answers to problems 7, 18, and 32. Also, problem 24 you get a solution that won't work because of division by zero.


    MTH 075 Practice Final -