
Richmond Hill High School 



Mr. Choi’s Web Page 

RHHS Math Paths 
MATH EXTRA HELPS 


Room 2026 Monday –
Wednesday 3:40pm – 4:30pm Thursday 7:50am – 8:30am 

MARKS 
School Web Site 

(MCR3U, MHF4U, MCV4U, AP Calculus) 


Formulas References ·
Trig Formulas (MCR3U, MHF4U, MCV4U, AP Calculus) ·
More Trig Formulas with Proofs (MHF4U, MCV4U, AP Calculus ) (MHF4U, MCV4U, AP
Calculus) ·
Integrations Rules (AP Calculus) 
Proofs ·
ProofofDerivativerules (MCV4U) ·
Proof of Dot Product (MCV4U) ·
Proof of Cross Product (MCV4U) ·
Proof of Some Reduction
Formulas (AP) 
Extra worksheets Do as you need! ·
Integers and Fractions (All
levels) ·
ReviewReviewReview (All grades) 

3 main components to succeed in the course *** TEACHING  LEARNING  PRACTICING *** You are in charge 2/3
of them!! 

Semester 2 (2018
 2019) 

CLASSES

Periods 1 
Period 4 
Period 5 


Grade 10 Academic Math 
Grade
12 AP Calculus & Vectors 
Grade 11 University Level (Enriched) 

My
Office hours: Room 2021 Periods 2 & 3 




Click the icon to email
me!! eric.choi@yrdsb.ca Tel: 9058842131 


MPM2D108 
MCV4UE01 
MCR3U603 

Rooms 
Portable 3 
2024 
2024 

Tests and Quizzes dates 
Quiz 4: Mar 5: Up to Circumcenter Test
1: Feb 27: Linear Systems Quiz 3: Feb 22: Linear systems word Problems Quiz 2: Feb 20: Solving Linear systems (No
word problems) Quiz
1: Feb 13: Day 1 to Slope and Relations 
Quiz 5: Mar 8: Chapter 6 Quiz 4: Feb 27: Chapter
5 Test 2 : Feb 22:
(Chapter 4) Quiz 3: Feb 15 Word Problems Test 1 : Feb 4:
(Chapters 1 – 3) Quiz 2: Jan 17: Derivatives Quiz 1: Dec 20:
Chapters 1 & 2 
Test
1: Mar 6: (Grade 11 items only) Quiz 4: Mar
1: Adf
items (Yellows) & Rationals Quiz 3: Feb 22:
Quadratics Word Problems Quiz 2: Feb 19:
Radicals to Quadratics (No word Problems) Quiz 1: Feb 11:
Order of Operations to Algebra including factoring (30 min) 



















Mar 8 
(Fri) 
Unit Review Chapter 2 Review P. 205 #1 – 23 CP: Chapter 2 Review Lesson Handout: 
Quiz 5 
Solving Polynomial Equations & Inequalities LG: We are going to learn how to solve polynomial
equations, in which some of them involve with factor theorem concepts. Do the exercises on the CEMC Advanced
Functions website for Solving
Polynomial Equations. Do the exercises on the CEMC
Advanced Functions website for Solving
Polynomial Inequalities. 

Mar 7 
(Thu) 
Analytic Geometry – Word
Problems 2 Work Period Read P. 192 Example 3 Read P. 200 Examples 1  2 P196 #22 P203 #3—7, 10, 11 Review Chapter 2 Review P. 205 #1 – 23 CP: Chapter 2 Review Lesson Handout: Analytic
Geometry – Word Problems 2 Analytic
Geometry Problems 2 (PPS) Lesson Handout: Quiz 4 return Binder check 
6.4  Exponential Growth
and Decay LG: We are
going to review the natural exponential growth and decay concepts P. 357 #21 –
43 6.5 Logistic
Growth LG: We are
going to learn logistic equation and logistic differential equations. P. 369 #31 –
36 Lesson Handout: 
Equation of Polynomial Functions in Factored Form LG: We are going to learn how to solve polynomial
equation given they are in factored form. Watch the lessons on the CEMC
Advanced Functions website for Equations of
Polynomial Functions in Factored Form. 

Mar 6 
Wed) 
Analytic Geometry – Word
Problems LG: We are going to continue to review the
Cartesian triangle and also some terms related to the quadrilaterals P182 #2, 3, 5 —10 #11odd, 13, 17a, 18, 20 Lesson Handout: Analytic
Geometry – Word Problems Analytic
Geometry Problems 1 (PPS) 
6.4  6.5
Separable Differential Equations & Partial Factoring learn how to use
partial factoring technique to break down fractions prior to the antiderivatives. P. 369 #122 Lesson Handout: Separate
Diff Eqn & Partial Fractions 
Test 1 

Mar 5 
(Tue) 
Quiz 4 
Trig. Substitutions LG:
We are going to learn the Trig related integrations that required the
trig. Identities and some substitution techniques. WS: Trig. substitutions.
Odd # Lesson Handout: 
Graphs of Polynomial Functions LG: We are going to learn how to graph polynomial
functions Do the exercises on the CEMC
Advanced Functions website for Graphs of
Polynomial Functions in Factored Form. 

Mar 4 
(Mon) 
Altitude and Orthocenter LG: We are going to be introduced the altitude and
orthocenter P. 194 #3, 4, 6, 13, 17 CP: Orthocentre Bring your Geometry Set this
week Lesson Handout: Altitude
and Orthocenter (PPS) 
Trig. Integrals LG: We are going to learn the Trig related
integrations that required the trig. Identities and some substitution
techniques. WS: Trig. Integrals. Odd # Lesson Handout: 
Polynomial Functions LG: We are going to learn how to graph polynomial
functions Do the exercises on the CEMC
Advanced Functions website for Introduction
to Polynomial Functions. Watch the lessons on the CEMC
Advanced Functions website for Transformations
of Simple Polynomial Functions. Watch the lessons on the CEMC
Advanced Functions website for Characteristics
of Polynomial Functions. 

Mar 1 
(Fri) 
Perpendicular Bisector and Circumcentre LG: We are going to learn how to determine perpendicular
bisector and the circumcentre. P.173 # 4, 5, 12, 15,18 P.194 #3,10,14, 16 CP: Circumcentre Bring your Geometry Set this
week Lesson Handout: Perpendicular
Bisector and Circumcentre Perpendicular
Bisector and Circumcentre (PPS) 
6.3 Antiderivatives by Parts (30 min) LG:
We are going to learn how to take the antiderivatives
by breaking them into parts P. 346 #1  34 Lesson Handout: 6.3
Antidifferentiation by Parts 6.3
Antidifferentiation by Parts (Soln) Quiz
4 return 
Review for Unit test 1 McGraw Hill – Mathematics 11 P. 154 Text book Review Chapter 2 Quiz 4 

Feb 28 
(Thu) 
Medians and Centroid LG: We are going to be introduced the medians and
centroid concepts P173 #2, #4, 13,14 P. 194 #1, 8, 12, 18 CP: Centroid #14 Lesson Handout: Median
and Centroid (PPS) 
6.2 Antidifferentiaion by Substitution LG: We are
going to learn hoe to take the antiderivatives
by substitutions P. 337
#166 Lesson Handout: 6.2
Antidifferentiation by Substitution 6.2
Antidifferentiation by Substitution (Soln) 
Rational Word Problems 2 LG: We are going to learn how to set up the
rational expressions to deal with word problems HW: Rational Word Problems 2. Work period Lesson Handout: Sum and Product of roots to
Quadratics (Under Quadratic units) LG: We are going to learn the relationship between
the sum and product of the roots to quadratics HW: Roots of
Quadratics Lesson Handout: Sum
and Product of Roots to Quadratics Worksheet 

Feb 27 
(Wed) 
Test 1 – Linear Systems Remind students to bring
Protractor class set, ruler, compass for next few classes 
Quiz 4 
Rational Word Problems LG: We are going to learn how to set up the
rational expressions to deal with word problems Lesson Handout: HW: Rational Word Problems 1 

Feb 26 
(Tue) 
Medians and Centroid LG: We are going to be introduced the medians and
centroid concepts P173 #2, #4, 13,14 P. 194 #1, 8, 12, 18 CP: Centroid #14 Lesson Handout: Median
and Centroid (PPS) 
Chapter
6 6.1 Slope Field and Euler’s Method LG: We are going to learn how to create the slope
field of the functions and/or relations and also being introduced to the
Euler’s method P. 327 #152 Lesson Handout: 6.1
Slope Field and Euler’s Method 6.1
Slope Field and Euler’s Method (Soln) 
Adding & Subtracting Rational Expressions HW: T(2.2):
#8,9,11,12,14,17,19 Lesson Handout: Adding
and Subtracting Rational Expressions McGraw Hill – Mathematics 11 HW: P. 67
#2,3,5,7,8,10,11 LG: We are going to learn how to add and subtract
rational expressions. 6 Basic graphs HW: Exploring Properties of
Parent Functions 

Feb 25 
(Mon) 
The Equation of a Circle, _{} LG: We are going to learn how to determine the
equation of a circle with center the origin. WS: Equation of Circle P. 156 #8 – 12 Remind students to bring
Protractor class set, ruler, compass for next few classes Lesson Handout: The
Equation of Circle (PPS) Quiz 3 return 
Chapter 5
Review P. 315 5.5 Trapezoidal Rule & Simpson’s Rule LG: We are going to learn the Trapezoidal and
Simpson’s Rule P.312 #218,2326 Lesson Handout: 
UNIT 2 Simplify Rational Expressions Multiply and Divide Rational Expressions LG: We are going to learn how to simplify,
multiply and divide rational expressions. HW: T(2.2): #1 – 6 Lesson Handout: McGraw Hill – Mathematics 11 HW: P. 40 #1,36,
9,15 & P. 50
#4,68,11,13
(every other) Quiz 3 return 

Feb 22 
(Fri) 
Review for Test 1 Summary of Solving
Systems P. 119 – 131 #124 CP: Linear Systems Review Lesson Handout: Linear Systems Review P51 #10, 14 P62 #14, 16 P71 #13 P83 #8, 12 P94 #18 Quiz 3 
Test 2 
Factor theorem Extended LG: We are going to extend the factor theorem to
factor higher degree nonsimple polynomials Watch the lessons on the CEMC
Advanced Functions website for Methods of
Factoring Polynomials. Quiz 3: Quadratic Word
Problems 

Feb 21 
(Thu) 
Distance on the Plane LG: We are going to learn how to find the distance
on the plane P151 #2, 3,
6—11, 14 P162 #2(af), 3, 4,
5, 8, 11 Lesson Handout: Distance
on the Plane (PPS) Quiz 2 return 
5.4 Fundamental Theorem of Calculus LG: We are going to learn the fundamental theorems
1 and 2 P. 302 #150 Lesson Handout: 5.4
Fundamental Theorem of Calculus 
Factor theorem LG: We are going to learn how to factor higher
degree simple polynomials using the factor theorem and its related concepts. Do the exercises on the CEMC
Advanced Functions website for Factoring
Polynomials Using the Factor Theorem. 

Feb 20 
(Wed) 
Unit 2: Analytic Geometry Properties of Triangles &
Quadrilaterals (Review) LG: We are going to be introduced the analytical
geometric shapes and terms. Read P. 33 & 38. Make Summary notes P. 34 #1
 4 P. 39
#1, 2, 4, 5, 6 Read P. 36. Make Summary notes P. 37
#1, 2, 3, 4, 6, 7 CP: Cartesian Triangles  A Summary Unit Outline: Unit
2 Outline and Lesson Plan Lesson Handout: Properties
of Triangles & Quadrilaterals Properties
of Triangle & Quadrilaterals (PPS) Quiz 2 
5.3 Definite Integrals
& Antiderivatives LG: We are going to
learn the antiderivative concepts P. 290 #17,1315,1935 Lesson Handout: 5.3
Definite Integrals and Antiderivatives Quiz 3 return 
MHF materials Divisions of Polynomials & Remainder Theorem LG: We are going to learn division of polynomials
and remainder theorem Do the exercises on the CEMC
Advanced Functions website for Division of
Polynomials. Watch the lessons on the CEMC
Advanced Functions website for The Remainder
and Factor Theorems. 

Feb 19 
(Tue) 
Work
period and take up questions CP Solving Systems – Word
Problems (#125) Lesson Handout: Word Problems with Linear Systems 2 LG: We are going to continue to learn how to set up the system
of equations for the word problems and then solve it. CP. Word Problems with Linear Systems 2 P62 #15 P93 #13, 14, 17, 25 P103 #14 – 18, 23, 24 Lesson Handout: Word Problems
with Linear Systems 2 Word
Problems with Linear System 2 (PPS) Quiz 1 return 
5.2 Riemann Sums and
Definite Integrals LG: We are going to
learn how to use Riemann Sum to find the area under curve and introduction to
Integrations. P. 282 #140 Lesson Handout: 5.2
Riemann Sums and Definite Integrals 
Quadratic Problems (Roots) LG: We are going to review how to do quadratic
related word problems which the roots are the solutions HW: Quadratic
Word Problems (Roots) Lesson Handout: Quadratic
(Roots) Problems (PPS) McGraw Hill – Mathematics 11 P. 129 #3,5,7,9,12 Quiz 2: Radicals to
Quadratics (No word Problems) 

Feb 18 (Family Day) 
(Mon) 




Feb 15 
(Fri) 
Word Problems with Linear Systems 1 LG: We are going to learn how to set up the system of
equations for the word problems and then solve it. CP. Word Problems with Linear Systems 1 Lesson Handout: Word Problems
with Linear Systems 1 Word
Problems with Linear System 1 (PPS) 
5.1 Estimating with
Finite Sums HW: Read handout P. 270 #14,912,17,20 LG: We are going to learn
how to use finite sums and sigmas concepts to
estimate area under curves Quiz 3 
Intersection of Linear &
Nonlinear Relations LG: Intersection of linear and Nonlinear
relations HW: Intersection of Linear and NonLinear Relations (All) T(1.7): P. 67 #1,3,5bc,10,11,13 McGraw Hill – Mathematics 11 P. 684 #1,2,3,6 Lesson Handout: Intersection
of Linear and Nonlinear Relations Intersection
of Linear and Nonlinear Relations (PPS) AP extra fun work
sheet: 

Feb 14 
(Thu) 
Creating a System of Equations LG: We are going to learn how to modelling with linear
equations and solve them to find the solution. P51 #7—24 CP: Creating A System of Equations Lesson Handout: Creating a
System of Equations Creating
a System by Equations (PPS) 
Chapter 5 5.1 Estimating with
Finite Sums & Related Rates Work
period/Review P. 251 #135 Lesson Handout: 
Quadratic Problems (Max &
Min) (Vertex) LG: We are going to review how to do quadratic
related word problems which the vertices are the solutions. HW: Quadratic (Max & Min)
Problems Quadratic (Max & Min)
Problems Day 2 T(1.3): P. 31 – 32 #6,
911, 13,14 McGraw Hill – Mathematics 11 P. 116 #5,9,10,12,14,19,21 Lesson Handout: Quadratic
(Max & Min) Problems Quadratic
(Max & Min) Problems (PPS) Quadratic
(Max & Min) Problems 2 

Feb 13 
(Wed) 
Solving Systems of Equations by Elimination LG: We are going to learn how to solve the system of equations
by eliminations. P102 #7—10, 22, 24 CP: Introduction to Elimination CP: Solving Systems by Elimination Lesson Handout: Solving
Linear Systems by Elimination Solving
Linear Systems by Elimination (PPS) Quiz 1 
4.5 Linearization and
Newton’s Method P. 242
#17,913,1933,3740,4654 LG: We are going to
learn Newton’s method and Linearization Lesson Handout: 4.5
Linearization & Newton’s Method 4.5
Linearization & Newton’s Method (Soln) 
Family Functions Graphing Quadratic Functions
(All types) LG: We are going to learn the family functions of
quadratics HW: T(1.6) P. 57 #1a,3a,5a,6ac, 8, 11b T(1.5):
P. 49 #1,3,11c, 13b, 16 Lesson Handout: 

Feb 12 
(Tue) 
Work period
and take up questions Due to
Increment Weather! EQAO Literacy Blitz Feb 12 (Cafeteria) Period 1 Selective students
only (Check below) 
Word Problems Work
Period Optimizations work
period P. 226 All Lesson Handout: 4.4b
Optimization (Trig) (Soln) 4.4c
Optimization (Exp & Log) (Soln) 4.6b
Related Rates (Trig) (Soln) Extra word problems 
Work period
and take up questions Due to
Increment Weather! Review of Quadratic Equations
(All types) LG: We
are going to review how to determine the vertices from quadratic equations by
factoring, completing the square and by formula. HW: Review Quadratics (All
types) T(1.3): P. 31 #13
McGraw Hill – Mathematics 11 P. 115 #13
P. 128 #2,811,16,20,23 Lesson Handout: Review
of Quadratic (All types) Review
of Quadratic (All types) (PPS) Quiz 1 return 

Feb 11 
(Mon) 
Solving Systems of Equations by
Substitution or Comparison LG: We are going to learn how to solve the system
of equations by substitutions or comparison. P92 #1ac, 2ac, 4ac, 5, 7ace, 8ace 9 11, 21 CP: Solving Systems by Substitution (Odd) CP: Solving Systems by Substitution or Comparison (Odd) Lesson Handout: Solving Linear Systems
by Substitution & Comparison Solving
Linear Systems by Substitution & Comparison (PPS) EQAO Literacy Blitz Feb 12 (Cafeteria) Period 1 Selective students only (Check below) Literacy Blitz (Feb 12) Student List 
4.6 Related Rates 2 LG: We are going to
learn rate of change to displacements Cal
& Vec: P. 569 #1ce,2,811,18,19,21 Lesson Handout: Extra Related Rates Handout 
Solving Quadratic Equations (By
Factoring) LG: We are going to review quadratic equations by
factoring, completing the square and by formula along with the sketching
techniques. HW: P. 58: Solving Quadratic
equations (by factoring) T(1.5): P. 49 #1, 11 Lesson Handout: Solving
Quadratic Equations by Factoring Solving
Quadratic Equations by Factoring (PPS) Quiz 1: Order of Operations to Algebra Reviews 

Quote of the Week 
“All students can learn and succeed, but not on the same
day in the same way.” William
G. Spady 

Feb 8 
(Fri) 
Solving Linear Systems by Graph LG: We are going to learn how to solve the linear
systems by graphing them and check. P60 #4, 7—9, 1214 CP: Determining Points of Intersection Graphically Lesson Handout: Solving Linear Systems
by Graph Solving
Linear Systems by Graph (PPS) EQAO Literacy Blitz Feb 12 (Cafeteria) Period 1 Selective students only (Check below) Literacy Blitz (Feb 12) Student List 
4.6 Related Rates 1 LG: We are going to
learn rate of change to measurements Cal & Vec: P. 569 #1ab, 37,1217,20 Lesson Handout: 
Functions, Relations, Domain and Range (Part 1) from graphs LG: We are going to learn the definitions of
relations and functions and the domain and range of them when the functions
and relations are given in graph form or order pair form. HW: Functions & Relations, Domain
& Range by Graph (All) T(1.1): P. 1215 #15,7,1518 T(1.2): P. 2224 #1,5,15 McGraw Hill – Mathematics 11 P. 178 #1,412 Lesson Handout: Functions
– Domain and Range by Graph Functions
– Domain and Range by Graph (PPS) 

Feb 7 
(Thu) 
Slope and Linear Relations
(Review) LG: We are going to
review the how to find slope, and the linear relationship concepts P26 #1odd, 2ac, 4odd,
5odd, 6 P28 #1—6 CP: Review Linear
Relations (Odd or All if no text book given out yet) Power
Point slides of last week lessons are up. Please use them wisely for your
references. Lesson Handout: Slope
and Linear Relations (PPS) 
4.4 Optimizations 2 HW: P. 145 #15,16 P. 151
#1,4,69,11ab,12,14 LG: We are going to
learn how to optimize a relation that involves with displacement. Test 1 return 
Factoring – Mixed review
(All) Lesson Handout: Radicals system LG: We are going to learn the radicals and the
complex number system. HW: Radicals system (All) T(1.4): P. 39  40 #18 (Every others), 9, 13,16a Lesson Handout: Radicals
System (PPS) McGraw Hill – Mathematics 11 P. 104 #14, Complex Number system LG: We are going to learn an extension of the
radical system; the complex number system which lead to Imaginary roots. HW: Complex Numbers system: #1  9 Lesson Handout: Complex
Numbers System (PPS) McGraw Hill – Mathematics 11 139 #27 

Feb 6 
(Wed) 
Solving First Degree Equations
(Review) LG: We are going to
review the concepts solving first degree equations by isolating the variable
to make the statement true. HW: Solving First Degree Equations
#16 Lesson Handout: Solving First Degree
Equations 
4.4 Optimizations 1 HW: Cal
& Vec: P.145 #1,35,79,11,1314,20,21 LG: We are going to learn how to optimize a
relation that involves with measurements. Review for test Lesson Handout: 
Review of Factoring 2: (Grouping and Trinomials) HW: Review of Factoring 2 (All) LG: We are going to review the factoring
techniques (Simple & NonSimple trinomials) Lesson Handout: Review
of Factoring 2 (PPS) TEXT Book (Please write down your name and record the
text book number) 

Feb 5 
(Tue) 
Algebraic Expressions (Review) LG: We are going to
review the concepts simplifying algebraic expressions by grouping the like
terms. HW: Algebraic Expressions (All) Lesson Handout: Algebraic
Expressions (PPS) 
4.3 Connecting f’ and f’’ P. 215 #130,3338,47 Cal & Vec (Optional) P. 205 #2,4,811 LG: We are going to
learn the relationships between f’ and f’’ toward a
function Lesson Handout: 
Review of Algebra: Distributive Properties HW: A
Review of Algebra (All) McGraw Hill – Mathematics 11 P. 29 #1,2,810 (Every other) LG: We are going to review the distributive
properties and Common factoring and factoring trinomials techniques Lesson Handout: Review
of Algebra (PPS) Review of Factoring 1: (CF. Grouping & Diff of
Sq.) HW: Review of Factoring 1 (All) LG: We are going to review the Common factoring
and factoring by grouping and Diff of Sq. techniques Lesson Handout: Review
of Factoring 1 (PPS) 

Feb 4 Semester 2 
(Mon) 
Unit 1: Linear Systems and
Analytic Geometry 1a: Numeracy (Review) LG: We are going to
review the concepts of integers, fractions and their related operations. Unit Outline: Unit 1
Outline and Lesson Plan Lesson Handout:
Day
1 Power Point (PPS)
Numeracy
review (PPS) 
Test 1: 
UNIT 1 Course Outline, Expectations Order of Operations Review HW:
Order of Operations #1  5 LG: We are going to talk about the course
expectations and objectives Lesson Handout: Unit
1 Outline and Lesson Plan Order
of Operations (PPS) Exponent Laws Review HW: Exponent Laws Review (All) LG: We are going to review the exponent laws and
their applications Lesson Handout: Exponent
Laws Review (PPS) 



Semester 2 

Jan 21 
(Mon) 

4.2 Mean Value Theorem P. 202 #113,1538,43 LG: We are going to learn the
Mean value Theorem and an introduction of Antiderivatives Lesson Handout: Quiz 2 return 


Jan 18 
(Fri) 

Chapter 4 4.1 Extreme Values of
Functions P. 193 #230,3541 Cal
& Vec (Optional) P.
169 #1,3,5,7,8 P. 178 #5,79,11,15 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 Lesson Handout: 4.1
Extreme Values of Functions 4.1
Extreme Values of Functions (Soln) 


Jan 17 


Quiz 2 


Jan 16 


Study for Quiz 


Jan 15 


3.9 Derivative of
Exponential & Logarithmic Functions 2 (Logarithmic
Differentiations) P. 178 #142, 51, 53 LG: We are going to
learn how to take the derivatives of Exp and Log
functions and also the logarithmic differentiation
techniques. Cal
& Vec P. 582 #19,12,13 Lesson Handout: 3.9b
Logarithmic Differentiations 3.9b
Logarithmic Differentiations (Soln) 


Jan 14 Period 2 Course selection
(Cafe) 10:5511:30am 


3.9 Derivative of Exponential
& Logarithmic Functions 1 P. 178 #142, 51, 53 LG: We are going to
learn how to take the derivatives of Exp and Log
functions Lesson Handout: 3.9
Derivative of Exp and Log Functions 3.9
Derivative of Exp and Log Functions (Soln) 


Jan 11 


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 Lesson Handout: 3.8
Derivative of Inverse Trig Functions 3.8
Derivative of Inverse Trig Functions (Soln) 


Jan 10 


3.7 Implicit Differentiation P. 162 #142 Cal & Vec P. 564 #2,3cd,410,12,13 LG: We are going to
learn how to take the derivative that the function y is not isolated
explicitly. Lesson Handout: 


Jan 9 


3.5 Derivatives of Trigonometric
Functions P. 146 #136,42,43 P. 153 #132 Cal & Vec P. 256 #15,14 P. 260 #15,8,10,11 LG: We are going to
learn the derivative of trig functions. Lesson Handout: 3.5
Derivatives of Trigonometric Functions Quiz 1 return 


Jan 8 


3.6 Chain Rule LG: We are going to
learn the derivatives of composite functions using the chain rule. Cal & Vec P. 105 #1bdef,4,5,717 Lesson Handout: 


Jan 7 


3.4 Velocity and Other Rates of
change P.
135 #1,3,4,8,9,11,1316,1925,28,29 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. Lesson Handout: 3.4
Velocity and Other Rates of Change 


Dec 20 


Quiz 1 (Ch1
& 2) 


Dec 19 


3.3 Rules of Differentiation P. 124 #141,46,47 Cal & Vec: P. 82 #24,6,7cd,8a,9bef,1014,17a,21,25a(iii) P.90 #1df,5ac,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 Lesson Handout: 


Dec 18 


Chapter 3 3.1 Derivative of a
Function 3.2 Differentiability P. 105
#1,3,516,1820,22,24,31,32 P. 114 #126,3135,39 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 Lesson Handout: 3.1
& 3.2 Derivative of Functions & Differentiability 


Dec 17 


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, 933 P. 77 #14, P. 94 #14 Cal & Vec: P. 18 #3,6,8b,9c,10b,11,1723 P.29
#4,7,8,1013,15bc,20,22 Lesson Handout: 2.4
Rates of Change and Tangent Lines 


Dec 14 


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 Lesson Handout: 2.2 Infinite Discontinuity &
Limit at Infinity LG: We are going to
learn limits when x is approaching to the infinities. P.
76 #944,53,54 Lesson Handout: 


Dec 13 


Limits of Trigonometric Functions WS: Limits of Trig. Lesson Handout: 1.6b
Limits of Trigonometric Functions 


Dec 12 


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 #730, 3744, 49,
55, 75 Lesson Handout: 2.1
Rate of Changes and Limits 


Dec 11 


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 1to1 function. Also we are going to learn the limits of Trig
functions. P. 52 #1 – 22
(Optional) & #2542 WS: Inverse Trig functions Lesson Handout: 1.6
Inverse Trigonometric Functions 


Dec 10 


1.5 Onetoone Functions LG: We are going to
review the properties of logarithmic functions and learn the definition of
OnetoOne function and its inverse. P.44
#1,3,4,7,9,11,13,16,19,20,21,23,27,28, 3342,4648 Lesson Handout: 


Dec 7 


1.4 Parametric Equations
(Part 2) LG: We are going to
learn the definition of Parametric Equations and how to convert it into
Cartesian Equation P. 34 #1,3,528 Lesson Handout: 


Dec 6 


1.4 Parametric Equations
(Part 1) LG: We are going to learn
the definition of Parametric Equations and how to convert it into Cartesian
Equation P. 34 #1,3,528 Lesson Handout: 


Dec 5 


AP Calculus Text books AP Calculus Chapter 1 1.2 Functions and Graphs P.19 #8,9,11,12,2730, 33, 39, 41, 46,
47,52,53cd,55,56 1.3 Exponential
functions P.26 #3,4,10,12,1319,22,23,25,29,32 



