Fri Jun 29 Exam 3
Thur Jun 28 Review
Wed Jun 27 Quiz 7. Evaluations. Review.
Tues Jun 26
Continue Applications, Group Work Target Practice
Maple worksheet.
Mon Jun 25
11.3
and 11.4 Euler's Method and Separation of
Variables slides and clickers
Animated Short
Story-Differential Equations spot the error
Applications, Group Work Target Practice
Fri Jun 22
Quiz 6.
Continue 11.1 and 11.2 Testing Differential
Equations and Slope Fields slides and clickers
Maple worksheet on DEplots
Thur Jun 21 Finish
10.1 Taylor Polynomials slides and clickers,
second page of 10.3 Group Work Target Practice, and
10.3 and 10.4 Finding and Using Taylor
Series and Error Bounds slides and clickers.
Fourier series.
11.1: 11.1 and 11.2 Testing Differential
Equations
and Slope Fields slides and clickers
Wed Jun 20
Taylor in Maple
geometric series animated,
arctan(x) Taylor series and animation
10.3 and 10.4
Finding and Using Taylor Series and Error Bounds slides and clickers
Taylor series animation for a product. Discuss the animation using substitution and multiplication.
First page of 10.3 Group Work
Target Practice
Continue 10.3 and 10.4 Finding and Using Taylor
Series and Error Bounds slides and clickers
1. Worksheet on 10.4 Taylor Polynomial Error Bounds in Maple
2. Finish second page of 10.3 Group Work Target Practice
Tues Jun 19
Quiz 5.
Taylor series animation for e^x
Continue 10.1 Taylor Polynomials slides and clickers
1. Maple worksheet
2. Taylor series animation
for sin(x)
3. Resume Maple worksheet--continued at "Taylor polynomials for sin(x) about 1."
4. Taylor series animation for arctan(x)
Mon Jun 18 Finish
9.4 Series Group Work Target Practice
9.5 Power Series slide 1,
9.5 Group Work Target Practice,
remaining slides,
modified learning environment
9.2-9.4 series tests review
Begin 10.1 Taylor Polynomials slides and clickers
Fri Jun 15
Test 2
Continue 9.4 Series Convergence,
series tests,
9.4 Series
Group Work Target Practice
Thur Jun 14
quiz 4
Begin 9.4 Series Convergence
review for test 2, handout, study guide
Wed Jun 13
9.3 series partial sums, series divergence when terms not getting smaller,
linearity arguments, and the integral test
convert to series notation
pi-day
integral test and 9.1-9.3 worksheet
geometric versus p-series
Tues Jun 12 Quiz 3 on chapter 8
Continue 9.2 Series, Geometric slides and clicker
Zeno's Paradox
George Berkeley
9.3 series partial sums, series divergence when terms not getting smaller,
linearity arguments, and the integral test
Mon Jun 11
Continue Chapter 8 group work target practice
9.1 Intro in Maple
Open Maple. When you first launch it, there are icons. After choosing
the calculus icon, at the bottom of the list open the
sequences applet. (If that doesn't work, you can open it from
here).
9.1 Sequences slides and clicker
Begin 9.2 Series, Geometric slides and clicker
Fri Jun 8
Finish traffic density worksheet. 8.4 Density slides and clickers
Sketch pictures for paper homework
8.5 Work slides and clickers, practice sheets,
Chapter 8 group work target practice
Thur Jun 7
8.2 Volumes (Revolutions) and Arc Length
slides and clicker. Visualization in Maple. practice sheet
Group Work target practice
8.4 Density slides and clickers, traffic density worksheet
Wed Jun 6
Exam 1
Continue 8.1. Slice and Conquer slides and clicker. volume of a cylinder on its side, cone,
proving the formula for the volume of a sphere.
cone comic, pizza volume
Group Work target practice, practice sheets
Tues Jun 5
1. 7.5 Individual Work and Group Work
2. Download and open the 7.5 Maple worksheet, execute the commands and answer the questions.
3. Work on the study guide until we come back together.
Begin 8.1. Slice and Conquer slides and clicker. Area. Ellipse and importance
in astrophysics and marine biology, as just 2 examples.
Create a Video, study guide,
review for test 1,
instructions,
advice from prior students,
more review
Mon Jun 4
quiz 2.
Begin 7.5 Numerical Approximations and clicker, Group work target practice, partial
with(Student[Calculus1]);
ApproximateInt(exp(-x^2),x = 0 .. 2, method=left, partition=3, output = plot);
ApproximateInt(exp(-x^2),x = 0 .. 2, method=right, partition=3, output = plot);
ApproximateInt(exp(-x^2),x = 0 .. 2, method=midpoint, partition=3, output = plot);
ApproximateInt(exp(-x^2),x = 0 .. 2, method=trapezoid, partition=3, output = plot);
ApproximateInt(exp(-x^2),x = 0 .. 2, method=simpson, partition=3, output = plot);
Begin the 7.5 Maple worksheet, execute the commands and answer the questions.
Fri Jun 1 quiz 1
The Science of Successful Learning, Practicing correctly
Continue with 7.6 Group Target Practice
plotting in Maple PDF
Improper Integrals worksheet,
Continue with 7.6 Group Target Practice
Review and continue 7.6 Improper Integrals slides and clickers
Thur May 31
Review solutions, how the integral of csc^2 came up in the last 2 Wiley Part 1,
primer
Continue with group work practice. 7.4 Partial Fraction Group Target
Practice and 7.4 Trig Substitution Group work Target Practice
Begin 7.6 Improper Integrals slides and clickers. Move to 209b.
1) Download and open the 7.4 Maple worksheet, execute the commands and
answer the questions.
2) Download and open the Plotting in Maple worksheet and answer the questions.
Wed May 30
Download and open the Intro to Maple worksheet and execute the commands and
answer the questions.
7.4 slides and clicker
(Integration by Partial Fractions) Visualization via the partial fractions representing local behavior of the function around the asymptotes
7.4 Integration by Trig Substitution slides and clickers, primer
Go over solutions to part 2 Wiley on ASULearn
Discuss upcoming online and paper homework. instructions.
For the online homework, note that you'll need various trig formulas
like the integral of csc^2 or the double angle formulas at times.
Tues May 29
Algebra, Trig and Derivative Review
Review in context. Calculus II chance to turn weaknesses into strengths
7.1 substitution slides and clicker
7.2 slides and clicker (Integration by Parts)
Intro to Maple for clicker 1
Int(x^2*exp(x^3),x); int(x^2*exp(x^3),x);
Int(x*sin(x),x);int(x*sin(x),x);
visualization
Grading Policies and Where to Get Help.
Go over the class webpages and WileyPlus
[Course ID: 644137 handout]
Advice from previous students and recipe for success
Group Work Target Practice
Group Work Target Practice
