Lesson Notes for Mr. Santowski's IB Math SL1 Classes
These are some lesson note oddities/peculiarities that I insist upon:
(1) Include the lesson date, lesson number and title into your notes
(2) You may write down any key terms/definitions that are presented
(3) Participate in the concept development/exploration/investigation and include this into your notes
(4) Participate in lesson examples and make sure that the question (exact or paraphrased) is included as is YOUR attempt at a solution OR at my illustrated solution
(5) Feel free to print out the lesson notes BEFORE you come to class (as they will be uploaded on my web pages prior to the lesson being taught). Including these printouts plus your additions to the printed notes is a valid way of keeping your note book up to date.
Lesson Date

Lesson Title/Number  Link to Lesson Notes 
Friday, May 20

L62  Binomial Expansions

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Thursday, May 20

L61  Binomial Distributions

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Thursday, May 13

L58  Normal Distributions

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Monday, April 19

L57  Expected Value

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Monday, April 12

L56  Discrete Random Variables

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Monday, April 12

L55  Conditional Probability


Monday, April 12

L54  Probability with Venn Diagrams


Thursday, April 8

Intro to Probability  Alternate Video Links


Wednesday, April 7

L54  Probability of Compound Events


Thursday, Mar 25

T6.5  Intro to Probability


Thursday, Mar 17

T6.1  Grouped & Cumulative Data

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Wednesday, Mar 10

T6.1  Introduction to Statistics

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Monday, Mar 8

T5.3  Vectors & Motion

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Wednesday, Mar 3

T5.3  Lines in Space

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Thursday, Feb 25

T5.3  Vector & Parametric Equations of Lines

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Tuesday, Feb 23

T5.2  Scalar (Dot) Product of Vectors

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Friday, Feb 12

T5.1  Vector Equations

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Wednesday, Feb 10

T5.1  3D Vectors

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Monday, Feb 8

T5.1  Vectors & Coordinate Geometry

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Monday, Feb 1

T5.1  Vector Components

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Friday, Jan 29

T5.1  Introduction to Vectors

Link here for PDF version of the PPT notes Link to Class Lesson Handout #1 Link to Class Lesson Handout #2

Friday, Jan 22

T4.4  Linear Systems & Matrices

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Thursday, Jan 21

T4.3  Inverse of Matrices

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Monday, Jan 18

T4.2  Multiplication of Matrices

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Monday, Jan 18

T4.2  Multiplication of Matrices

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Thursday, Jan 14

T4.1  Introduction to Matrices

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Tuesday, Jan 12

T3.3  Double Angle Formula

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Friday, Jan 8

T3.2  Trigonometric Identities

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Tuesday, Jan 5

T3.5  Trigonometric Equations

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Friday, Dec 4

T3.4  Trigonometric Functions  Periodic Phenomenon

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Wednesday, Nov 25

T3.4  Trigonometric Functions

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Monday, Nov 23

T3.1  Radian Measure, Areas of Sectors & Arc Length

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Friday, Nov 20

T3.6  Sine Law & The Ambiguous Case

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Monday, Nov 16

T3.2  Right Triangle Trig, Sine Law & Cosine Law

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Friday, Nov 13

T2.5  Modeling with Quadratic Functions

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Friday, Oct 23

T2.6  Algebra of Quadratic Functions  Quadratic Formula

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Wednesday, Oct 21

T2.5  Algebra of Quadratic Functions  Completing the Square

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Monday, Oct 19

T2.5  Algebra of Quadratic Functions  Factoring

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Friday, Oct 16

T2.5  Graphs of Quadratic Functions

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Monday, Oct 12

T2.7  Exponential & Logarithmic Equations

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Friday, Oct 9

T1.2  Laws of Logarithms

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Tuesday, Sep 29

T2.8  Base e and Natural Logarithms

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Thursday, Sep 24

T2.7/8  Logarithms as Inverse Functions

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Tuesday, Sep 8

T2.8  Lesson 2  Exponential Growth & Decay

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Monday, Sep 1

T2.1  Lesson 1  Exponent Laws & Equations

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Friday Aug 28

T2.3  Lesson 6  Inverse Functions

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Thursday Aug 20  Friday, Aug 28

T2.3  Lesson 3,4,5  Functions & Transformations

Link here for PDF version of the PPT notes Here is a link to the assignment And here is a link to the Function Analysis Template

Tuesday Aug 18

T2.1  Lesson 2  Composition of Functions

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Friday Aug 14

T2.1  Lesson 1  Introduction to Functions

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Tuesday, Aug 11  Friday Aug 14

T1.1  Lesson 3 & 4  Series & Summation Notation

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Friday, Aug 8

T1.1  Lesson 2  Sequences & Their Application

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Thursday, Aug 7

T1.1  Lesson 1  Number Patterns & Sequences

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