1. Respond to the questions from this Worksheet

2. Work on either WileyPlus or the Create a Video assignment, like choosing a topic on ASULearn and planning the video.

Finish 8.1. Slice and Conquer slides and clicker by proving the formula for the volume of a sphere

8.2 Volumes (Revolutions) and Arc Length slides and clicker. Visualization in Maple. practice sheet

8.4 Varying Density practice sheet

productive failure (PF)

rocket science

Review via clicker 1 and 2 and continue with cone and sphere on 8.1. Slice and Conquer slides and clicker

cone comic, pizza volume

Group work target practice

productive failure (PF)

Mention comparison methods. Bigger than a diverging integral or smaller than a converging integral.

8.1. Slice and Conquer slides and clicker continued

#1 on Group Work target practice, practice sheets. Discussed area, volume of a cylinder on its side, and we began the cone.

Create a Video study guide, review for test 1, instructions, advice from prior students, more review

Worksheet

Last slide on 7.5 Numerical Approximations and clicker

Mention comparison methods. Bigger than a diverging integral diverges, or smaller than a converging integral converges.

Begin 8.1. Slice and Conquer slides and clicker. Ellipse and importance in astrophysics and marine biology, as just 2 examples.

8.1 Area Practice

1. Skim solutions to 7.5 Group Work Target Practice and ask me any questions.

2. Download and open the 7.5 Maple worksheet, execute the commands and answer the questions (PDF)

3. Work on Wileyplus hw for tomorrow or Wileyplus test 1 review. I'm happy to help!

Finish 7.5 Numerical Approximations and clicker

7.5 Group Work Target Practice adapted from Greg Rhoads, partial

clicker question

The Science of Successful Learning

Practicing correctly

Review 7.6 Improper Integrals slides and clickers, Plotting in Maple PDF

7.6 Group Work Target Practice

Begin 7.5 Numerical Approximations and clicker

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);

1. Download and open the Plotting in Maple worksheet and review the plots. Ask me any questions.

2. Answer the questions in your notes: Improper Integrals worksheet

3. Revisit the handout and read through the section "Avoid Becoming too Dependent on the Online System."

4. Next, work on WileyPlus homework for tomorrow and ask me questions.

Quiz 2

7.6 Improper Integrals slides and clickers

Review solutions, how the integral of csc^2 came up in the last 2 Wiley Part 1, triangle pics

primer and another example

7.4 Trig Substitution Group work Target Practice

Finish 7.4 Integration by Trig Substitution slides and clickers

Begin 7.6 Improper Integrals slides and clickers

1. Skim the review slides and ask me any questions.

2. Download and open the 7.4 Maple worksheet, execute the commands and answer the questions.

3. Read through the primer.

4. Next, work on WileyPlus homework for tomorrow and ask me questions. Note that you'll need various trig formulas like the integral of csc^2 or the double angle formulas at times. I'm happy to help!

Review 7.4 slides and clicker (Integration by Partial Fractions)

Go over solutions to part 2 Wiley on ASULearn

7.2 Partial Fraction Group Target Practice #2.

Begin 7.4 Integration by Trig Substitution slides and clickers

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 Partial Fraction Group Target Practice

Download and open the Intro to Maple worksheet and execute the commands and answer the questions.

Look at quiz instructions.

Reminder of solutions on ASULearn (Wiley part 2) and the main calendar page (Group work target practice) and Algebra, Trig and Derivative Review

Last slide of History and Applications

ASULearn solutions. practicing correctly

89 on Part 1 and 50 on Part 2: .91*89 + .09*50=85.49 rounds up to the nearest 5 as 90

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);

Group Work Target Practice

visualization

Advice from previous students

Algebra, Trig and Derivative Review Review in context. Calculus II chance to turn weaknesses into strengths

7.1 substitution slides and clicker

Go over the class webpages and WileyPlus [Course ID: 621220 handout]

Grading Policies and Where to Get Help

Group Work Target Practice