Update:

I suppose by now we have all heard that IB exams are cancelled, and AP exams will be administered online and will last only 45 minutes.

As for our work schedule, I plan to stick with the AP review as is. The assignments are posted on Google Classroom. Please post questions on the home page and I will answer them!

For IB: we will NOT complete Chapter 12 (vectors). This topic is removed from the new curriculum, so I feel no qualms removing it from the curriculum this year. Vectors are fun and useful and super-interesting, and if you are coming to HL next year, you still need to know them, but for this year, b'bye vectors.

ALL IAs are being submitted to IB!

I will still grade them and provide comments to IB, but your papers will be officially graded by IB examiners. I believe YOU will have to upload these documents (as you did EE's and ToK essays). My scores and comments will also go to IB, as well as 'Predicted Grades'. To calculate your predicted grade, I will use your test scores from throughout the course. We have covered mostly calculus, however, and I need one more data point to make the best prediction possible. To that end, I will assign a 'quiz' on Google Classroom to assess your stats and probability progress. This information will be used to complete my knowledge of you as a math student to provide the most accurate predicted grade possible. If your score is unusually high or low compared to your past assessments, I will take it with a grain of salt. In other words, if you cheat, it will not help you; if you are super-distracted and unable to do your best, I will not penalize you.

Lastly, if you feel that your IA could use some work, please get all updated IAs to me by April 5. As always, please be in touch if there is anything you are unsure of or worried about. I am here for YOU. Be well, I miss you, stay safe, and get some exercise. ~R. Dold

Please join my Remind group(s):

for AP text @96gfge to 81010

for IB SL text @slmath20 to 81010

Assuming May test dates are still on:

Here is the recommended practice schedule for AP Calculus (test date: May 5, 8am)

March 16 - 20 Fast Track Chapters 1 and 2 (we have not talked explicitly about l'Hospital's Rule yet, so read up)

March 30 - April 3 FT Ch. 3

April 6 - 10 FT Chapters 4 and 5 (AB only)

April 13 - 17 FT Ch. 6

April 20 - 24 FT AB Practice Test #1 (paying attention to time)

On or before April 20, I will post actual practice AP exams. I will also generate some AP classroom assignments. Grades for the 4th 9 weeks TBD.

Recommended IB Practice Schedule:

Test Dates: Paper 1 May 11, 12pm; Paper 2 May 12, 8am

March 16 - 20 Oxford sections 8F through Ch. 8 Review => look for a recorded PowerPoint about Cumulative Distribution at the end of this week)

^^^If you are not familiar with Linear Regression, please complete the Ch. 10 assignments^^^

March 30 - April 3 Oxford 15A through 15F => there will be a lesson posted about probability distributions

April 6 - 10 Oxford 15G through Ch. 15 Review => there will be a lesson posted about Normal distributions

April 13 - 17 There will be an 'assessment' this week to help me complete your predicted grade. Keep an eye on Google Classroom

The Oxford SL textbook from page 94 to 145 (end of Chapter 3 to the middles of Chapter 5) is below:

The Oxford SL textbook from page 146 to 279 (middle of Chapter 5 to the middle of Chapter 8) is below:

The Oxford SL textbook from page 280 to 534 (middle of Chapter 8 to the middle of Chapter 15) is below:

The Oxford SL textbook from page 535 to the end (middle of Chapter 15 to prior learning, selected answers and the index) is below:

Notes and Worked problems from September 20 below:

Worked examples from September 23 below:

Chain Rule Notes from September 25 (and worked problems from 2.3 #3)

Implicit Differentiation Day 1 (September 30)

Implicit Differentiation Worked Problems

Higher Derivatives with Implicit Differentiation

Related Rates Day 1:

Related Rates Practice 10/10 and 10/11:

Related Rates Worked Problems from October 10:

More Related Rates Worked Problems

Chapter 2 Test Review Power Point (problems mostly come from Larson Review section at the end of the chapter)

Chapter 2 Test Review Solutions:

Extreme Value Theorem

Mean Value Theorem and Rolle's Theorem

MVT and Rolle's Theorem Worked Problems from the Practice Assignment:

Intervals of Increasing and Decreasing; First Derivative Test

Worked Problems from 3.4 and Limits at Infinity

Sage and Scribe Quiz Review

Solutions to Quiz Review Below:

Anti-Differeniation Day 1

Anti-Differentiation Day 2

Kinematics and Anti-Differentiation

Area from a Limit

Test Review Problems and Answers

Limit Process for finding EXACT area under a curve

Definite Integrals and Area Day 1

First Fundamental Theorem of Calculus

2nd Fundamental Theorem of Calculus and Accumulation of change (velocity, displacement, and total distance traveled)

Displacement VS. Total Distance

Integration by Substitution Day 1

Integration by Substitution and Worked Problems Day 2

Differentiation of Natural Log and Worked problems from 4.5 #2

Integration with Natural Log Day 1 (without long division)

More Integration with Natural Log

Worked Problems from 5.2 #2

The Number e :: Differentiating the exponential function

Worked Problems from 5.4#2

Anti-Differentiating e^x

Sections 4.5 through 5.4 (not 5.3) Quiz Review

Solutions to Quiz Review

Area Between 2 curves; worked problems from 7.1 #1

Volumes of Rotation Worked Problems 7.2 #1

Introduction to Differential Equations

Slope Fields

Solving Simple Differential Equations