Richmond Hill High School

Mr. Choi’s Web Page

Semester 2  (2011-2012)

MATH EXTRA HELPS (Room 2027)

Monday – Friday   3:40pm – 4:30pm

My Office hours: Room 2021 (Periods 2 & 4)

Colour Legend:  Topic Covered  -  Homework  -  Test/Quiz

 

E-MAIL choi

Period 1

Period 5

Period 3

 

CLASSES

Grade 12

Data Management

Grade 12

AP Calculus (& Vectors)

Course Outline

Course Outline

MDM4U1-03

MDM4U1-04

MCV4UE-01

Rm 2024

Rm 2027

 

MARKS

(Click it!)

MARKS

MARKS

MHF:  MARKS

MCV:  MARKS

 

Links

Math review worksheets

Review-Review-Review

3D Plots

Upcoming

Events!

Quiz 1: Thursday Feb 16 (Permutations)

Quiz 2: Wednesday Feb 22 (Counting principles)

Test 1: February 28 (Ch 4 - 5)

Quiz 3: Tuesday Feb 7 (Other derivatives and applications)

Test 1: February 13 (Ch 1 – 3)

Quiz 4: Thursday Feb 23

(Work Problems)

Mar 1 (Thu)

Feb 29 (Wed)

Data Analysis with Graphs

What is Statistics?

What are data?

P. 108 #5, 7-12

Feb 28 (Tue)

Test 1

Feb 27 (Mon)

Introduction to Fathom

Course Pack P. 26 - 31

Review

Feb 24 (Fri)

Unit 2: Statistics

Introduction to Fathom

Course Pack P. 26 – 31

Review

Quiz 2 return

Feb 23 (Thu)

Combinations & Permutations  (Day 3)

Arrangement of Identical & Distinct objects

5.1 Estimating with Finite Sums

HW:  Read handout

P. 270 #1-4,9-12,17,20

LG: We are going to learn how to use finite sums and sigmas concepts to estimate area under curves

Quiz 4

Feb 22 (Wed)

Combinations & Permutations  (Day 2)

Course pack P. 24-25

Quiz 2

Chapter 5

5.1 Estimating with Finite Sums

&

Related Rates Work period/Review

P. 251 #1-35

Feb 21 (Tue)

Combinations & Permutations (Day 1)

Course pack P. 24-25

4.6 Related Rates 2

LG: We are going to learn rate of change to displacements

Cal & Vec: P. 569 #1c-e,2,8-11,18,19,21

Feb 20 (Mon)

Problem solving with Combinations

P. 286 #1-19

Quiz 1 RETURN

4.6 Related Rates 1

LG: We are going to learn rate of change to measurements

Cal & Vec: P. 569 #1ab, 3-7,12-17,20

Feb 17 (Fri)

Combinations

P. 279 #1-20

Course pack P.21 #1-6

4.5 Linearization and Newton’s Method

P. 242 #1-7,9-13,19-33,37-40,46-54

LG: We are going to learn Newton’s method and Linearization

Feb 16 (Thu)

Chapter 2

Organized Counting with Venn diagram

P. 270 #1-9

Quiz 1

Optimizations work period

P. 226 All

Feb 15 (Wed)

Permutations (Extra Problems)

Take up homework problems

4.4 Optimizations 3

HW: P. 257 #7,11-13

P. 245 #4-6,8,9,11,14

LG: We are going to learn how to optimize a relation that involves with other functions

Feb 14 (Tue)

Permutations (Extra Problems)

Take up homework problems

4.4 Optimizations 2

HW: P. 145 #15,16

P. 151 #1,4,6-9,11ab,12,14

LG: We are going to learn how to optimize a relation that involves with displacement.

Feb 13 (Mon)

Permutations with Alike Objects

LG: We are going to learn the Permutations concepts when some restrictions or alike objects are in placed.

HW: P. 245 #1-13

Test Review

Test 1

Feb 10 (Fri)

Permutations with Restrictions

LG: We are going to learn the Permutations concepts when some restrictions are in placed.

HW: P. 239 #11,13,14,19,22,16,12

P. 230 #20,22,24

4.4 Optimizations 1

HW:  Cal & Vec:

P.145 #1,3-5,7-9,11,13-14,20,21

LG: We are going to learn how to optimize a relation that involves with measurements.

Feb 9 (Thu)

Factorial Notation & Permutations

LG: We are going to be introduced the Factorial concepts and the Permutations concepts

HW:  P.239 #1-4,6,7,9,10,15,17,18

4.3 Connecting f’ and f’’

P. 215 #1-30,33-38,47

Cal & Vec (Optional)

P. 205 #2,4,8-11

LG: We are going to learn the relationships between f’ and f’’ toward a function

Quiz 3 return

Feb 8 (Wed)

Organized Counting

LG: We are going to continue to learn the counting principles concepts

HW: P. 229 #1-18

4.2 Mean Value Theorem

P. 202 #1-13,15-38,43

LG: We are going to learn the Mean value Theorem and an introduction of Antiderivatives

Feb 7 (Tue)

Chapter 1

Intro. To Counting Principles

LG: We are going to be introduced the counting principles concepts

HW:  Counting Principles #1-10

Quiz 3

Review

Feb 6 (Mon)

Course Expectations

Prerequisite Skills

Chapter 4

4.1 Extreme Values of Functions

P. 193 #2-30,35-41

Cal & Vec (Optional)

P. 169 #1,3,5,7,8    P. 178 #5,7-9,11,15

P. 233 #12    P. 245 #2,12    P. 256 #6,7,11

P. 260 #5 - 7

LG: We are going to learn the first derivative test and extreme values of functions

Exams (Jan 26 – Feb 1)

Jan 25 (Wed)

Last day in Room 2026

GOOD LUCK TO THE EXAMS

Jan 24 (Tue)

3.9 Derivative of Exponential & Logarithmic Functions 2

P. 178 #1-42, 51, 53

LG: We are going to learn how to take the derivatives of Exp and Log functions

Jan 23 (Mon)

3.9 Derivative of Exponential & Logarithmic Functions 1

P. 178 #1-42, 51, 53

LG: We are going to learn how to take the derivatives of Exp and Log functions

Quiz 2 return

Jan 20 (Fri)

3.8 Derivative of Inverse Trig Functions.

P. 170 #1 - 29

LG: We are going to learn how to take the derivatives of the Inverse Trig Functions and their applications

Quiz 2

Jan 19 (Thu)

3.7 Implicit Differentiation

P. 162 #1-42

Cal & Vec

P. 564 #2,3cd,4-10,12,13

LG: We are going to learn how to take the derivative that the function y is not isolated explicitly.

Jan 18 (Wed)

3.5 Derivatives of Trigonometric Functions

P. 146 #1-36,42,43

P. 153 #1-32

Cal & Vec

P. 256 #1-5,14

P. 260 #1-5,8,10,11

LG: We are going to learn the derivative of trig functions.

Jan 17 (Tue)

3.6 Chain Rule

LG: We are going to learn the derivatives of composite functions using the chain rule.

Cal & Vec

P. 105 #1bdef,4,5,7-17

Jan 16 (Mon)

3.4 Velocity and Other Rates of change

P. 135 #1,3,4,8,9,11,13-16,19-25,28,29

Cal & Vec

P. 127 #3,4,6bc,8,10,11,12,14,15,17

LG: We are going to learn how to apply the derivatives to perform rate of change questions.

Quiz 1 return

Jan 13 (Fri)

3.3 Rules of Differentiation

P. 124 #1-41,46,47

Cal & Vec: P. 82 #2-4,6,7cd,8a,9bef,10-14,17a,21,25a(iii)

P.90 #1d-f,5a-c,6,7a,12

P. 97 #4bcef,5,6,7,9,10,12,14,15

LG: We are going to learn the basic derivative rules of functions

Jan 12 (Thu)

Quiz 1

Jan 11 (Wed)

Chapter 3

3.1 Derivative of a Function

3.2 Differentiability

P. 105 #1,3,5-16,18-20,22,24,31,32

P. 114 #1-26,31-35,39

LG: We are going to learn how to use limits to find derivatives and to determine whether the function is differentiable or not.

Review Chapter 2 P. 95

Jan 10 (Tue)

2.4 Rates of Change and Tangent Lines

LG: We are going to learn and review how to find the rate of change using limits.

AP Cal: P. 92 #7, 9-33

P. 77 #1-4, P. 94 #1-4

Cal & Vec: P. 18 #3,6,8b,9c,10b,11,17-23

P.29 #4,7,8,10-13,15bc,20,22

3.1 The derivative function

Jan 9 (Mon)

1.6 Inverse Trigonometric Functions

LG: We are going to learn Inverse trig function and how to restrict its domain to make it to become a 1-to-1 function.  Also we are going to learn the limits of Trig functions.

P. 52 #1 – 22 (Optional)  & #25-42 

WS:  Inverse Trig functions

Dec 23 (Fri)

2.3 Continuity

LG: We are going to learn how to determine the continuity of the functions.

P. 84  #1 – 16, 19 – 36, 48 - 50

Dec 22 (Thu)

2.2 Infinite Discontinuity & Limit at Infinity

LG: We are going to learn limits when x is approaching to the infinities.

P. 76 #9-44,53,54

WS: Infinite Limits

Dec 21 (Wed)

Limits of Trigonometric Functions

WS:  Limits of Trig.

Proof of SIN X / X

Dec 20 (Tue)

2.1 Rate of Changes and Limits

LG: We are going to continue learning limits and how to handle limits when the answer is indetermine.

P. 66 #7-30, 37-44, 49, 55, 75

Dec 19 (Mon)

Chapter 2

2.1 Rate of Changes and Limits

LG: We are going to learn the definition of limits and review the rate of change ideas, also we are going to be introduced how to determine a function exists or continuous within the domain.

P. 66 #7-30, 37-44, 49, 55, 75

Dec 16 (Fri)

1.5 One-to-one Functions

LG: We are going to review the properties of logarithmic functions and learn the definition of One-to-One function and its inverse.

P.44 #1,3,4,7,9,11,13,16,19,20,21,23,27,28,

33-42,46-48

 

 

Dec 15 (Thu)

Exam feed back

1.4 Parametric Equations

LG: We are going to learn the definition of Parametric Equations and how to convert it into Cartesian Equation

P. 34  #1,3,5-28

Dec 14 (Wed)

AP Calculus

Chapter 1

1.2   Functions and Graphs

P.19 #8,9,11,12,27-30,33,39,41,46,47,52,53cd,55,56

1.3   Exponential functions

        P.26 #3,4,10,12,13-19,22,23,25,29,32