Mr.Timmerman
Homework – Winter 2018
RHHS Math Dept RHHS School Page
Colour Legend
Work description is in blue. Handouts given out in class are in
green. If
they are underlined, then click to view the file. Test and quiz announcements are in red. |
Handouts posted on this website are in Adobe
Reader ".pdf" format.
CLASSES: |
Period 2
Calculus and Vectors:
MCV4U1-07 Link to Corrections to Textbook |
Period 3
Calculus and Vectors:
MCV4U1 Link to Corrections to Textbook |
Period 5
Grade 10 Gifted/Enriched -
MPM2DG - 03 |
UPCOMING TESTS: |
Test: Tuesday, May
29 |
Test: Tuesday, May
29 |
Test: Tuesday, May 29 |
Fri. May 25 |
·
Equations of a
Line in R2(2D) ·
See notes
here. ·
HW: p.443 #1, 3, 5
– 11 |
·
Equations of a
Line in R2(2D) ·
See notes
here. ·
HW: p.443 #1, 3, 5
– 11 |
·
Similar Triangles. ·
Criteria for Similarity. ·
Practice – handout. ·
HW: finish p.3 of
class handout. |
Thur. May 24 |
·
Review Period ·
Class handout. ·
HW: a reasonable
sample of class handout. |
·
Review Period ·
Class handout. ·
HW: a reasonable
sample of class handout. |
·
Review:
Textbook - a sample from p.316 – 321 ·
Viete’s Theorem
and example ·
HW: a reasonable
sample of p.316 – 321 |
Wed. May 23 |
·
Applications of
Dot and Cross Product ·
See notes
here. ·
HW: p.414 # 1, 2a, 3, 5b, 7a, 8, 9 |
·
Applications of
Dot and Cross Product ·
See notes
here. ·
HW: p.414 # 1, 2a, 3, 5b, 7a, 8, 9 |
·
Revew: class
handouts ·
HW: a reasonable sample
of class handouts; work on new unit
outline. |
Tue. May 22 |
·
Cross product of
Two Vectors ·
See notes
here. ·
HW: see notes. |
·
Cross product of
Two Vectors ·
See notes
here. ·
HW: see notes. |
·
Problem Solving
with Factoring. ·
Quizzes
returned.Trigonometry Started. ·
Please work on new
unit outline. ·
Triangles,
Terminology, Existence. ·
The Triangle
Inequality. See a
note here. ·
Congruent
Triangles. ·
HW: finish page we
stopped at (handout) and the next page. See
this. |
Mon. May 21 |
·
Victoria Day (no
classes) |
·
Victoria Day (no
classes) |
·
Victoria Day (no
classes) |
Fri. May 18 |
·
Scalar and Vector
Projections ·
See notes
here. ·
HW: see notes. |
·
Scalar and Vector
Projections ·
See notes
here. ·
HW: see notes. |
·
Quiz |
Thur. May 17 |
·
Problem Solving
with Dot Product ·
Read Sections 7.3
and 7.4 ·
Work through p.378
#14, 15; p.387 #14, 15, 18, 19 |
·
Problem Solving
with Dot Product ·
Read Sections 7.3
and 7.4 ·
Work through p.378
#14, 15; p.387 #14, 15, 18, 19 |
·
Review/Practice –
handouts ·
Problem Solving
Practice(Quadratics) ·
HW: a reasonable
sample from the work assigned. See a solution
here. |
Wed. May 16 |
·
Dot Product of
Vectors ·
See notes here. ·
HW: see notes. |
·
Dot Product of
Vectors ·
See notes here. ·
HW: see notes. |
·
Review: Graphing
Quadratic Relations in Factored Form ·
Summary: 3 Forms
of Quadratic Relations ·
Matching Equations
and Graphs ·
HW: a reasonable
sample from previous class handout (“Supplementary…”) |
Tue. May 15 |
· Chapter 6 Review: A sample from p.344 – 348 ·
HW: a reasonable sample from Chapter
6 Review |
· Chapter 6 Review: A sample from p.344 – 348 ·
HW: a reasonable sample from
Chapter 6 Review |
·
Quadratic
Relations in Factored Form ·
Sketching
Parabolas Using Factored Form. Class handout/worksheets. ·
HW: example 3 and
fill out the chart (p.3 of class booklet); yesterday’s handout – number 4.
See the answers
to the chart. |
Mon. May 14 |
·
See these
answers and this solution ·
Velocity as a
Vector – see notes
here ·
HW: see notes. |
·
See these
answers and this solution ·
Velocity as a
Vector – see notes
here ·
HW: see notes. |
·
Tables of Values
Revisited (2^{nd} diff value/leading coefficient/direction of opening
of the parabola) ·
Max/Min Problems –
number 10 taken up. Homework Check. ·
Problem Solving
with Quadratic Relations – class handout. ·
HW: Max/Min
problems – number 11, 12, 13 and finish number 5 from class handout (problem
solving) ·
See
a solution here. See PST practice. |
Fri.
May 11 |
·
Quiz ·
Introducing Linear
Combinations. ·
HW: a reasonable
sample of class handout; finish previous Homework, if needed. |
·
Quiz ·
Introducing Linear
Combinations. ·
HW: a reasonable
sample of class handout; finish previous Homework, if needed. |
·
Review – Vertex
Form ·
Optimization with
Quadratic Relations. ·
Graphing with Key
Points. ·
HW: a problem
offered in class and #7, 8, 9, 10 from Max/Min handout – see a copy here. See
a solution to offered problem here.
Also see this
and that. |
Thur.
May 10 |
·
Forces as Vectors ·
See notes here. ·
HW: p.362 #3, 5,
6, 8, 10 - 17 |
·
Forces as Vectors ·
See notes here. ·
HW: p.362 #3, 5,
6, 8, 10 - 17 |
·
Sketching Parabolas
with 5 Quick/Key Points ·
Maximum/Minimum
Statements - here ·
Optimization:
Max/Min Word Problems ·
HW: #3,4,5 from
Max/Min Problems handout;
textbook: p.279 # 2 ,3 |
Wed.
May 9 |
·
Linear
Dependance/Independence ·
See notes here. ·
See these
solutions. ·
HW: see class
handout |
·
Linear
Dependance/Independence ·
See notes here. ·
See these
solutions. ·
HW: see class
handout |
·
Review – Solving
Quadratic equations by Completing the Square ·
Completing the
Square on a General Quadratic Equation – The Quadratic Formula (QF); the
Discriminant and the Number of Solutions. ·
HW: textbook: read
examples on p.294 – 297; do p.300 #1(every other), 4, 9 |
Tue.
May 8 |
·
Linear
Combinations of Vectors ·
See notes here. ·
HW: p.341 #2, 7,
9-13, 16 |
·
Linear
Combinations of Vectors ·
See notes here. ·
HW: p.341 #2, 7,
9-13, 16 |
·
Completing the
Square (Relation) ·
Completing the
Square (Equation) ·
HW: finish 1^{st}
class handout and do 2 questions from the 2^{nd} handout. |
Mon.
May 7 |
·
Operations with
Algebraic Vectors ·
See notes here. ·
HW: see notes. |
·
Operations with
Algebraic Vectors ·
See notes here. ·
HW: see notes. |
·
Graphing with
Vertex Form ·
Key features of
the graph ·
Transformations;
Intercepts ·
Getting to Vertex
Form from Standard Form – Completing the Square: Leading Coefficient = 1 and
Leading Coefficient other than 1 ·
HW: Review all
class notes; finish previous class worksheets |
Fri.
May 4 |
·
PA Day |
·
PA Day |
·
PA Day |
Thur.
May 3 |
·
Algebraic Vectors in
2D/3D ·
See notes
here. ·
HW: see notes. |
·
Algebraic Vectors
in 2D/3D ·
See notes
here. ·
HW: see notes. |
·
Graphing Quadraic
Relations in Vertex Form – handout. ·
See answers
here. ·
HW: p.1 – 5 from
handout. |
Wed.
May 2 |
·
See a solution here. ·
Review: P.308 –
309 of the textbook ·
HW: continue P.308
– 309 |
·
See a solution here. ·
Review: P.308 –
309 of the textbook ·
HW: continue P.308
– 309 |
·
Review: textbook
p.253 – 259 ·
HW: a reasonable
sample of textbook review. |
Tue.
May 1 |
·
Took up p.292 #15 ·
Vector Laws – see notes here. ·
HW: p.306 # 5 –
10, 12. |
·
Took up p.292 #15 ·
Vector Laws – see notes here. ·
HW: p.306 # 5 –
10, 12. |
·
Intro to Quadratic
Relations: Graphs ·
Graphing Basic
Parabola ·
Graphing y = ax^2 ·
Graphing y = (x –
p) ^2 ·
HW: a reasonable sample
of factoring practice from class handouts; also please review class notes. |
Mon.
Apr 30 |
·
Scalar Multiple of
a Vector ·
See notes
here. ·
HW: p.291 #9, 11;
p.299 # 2bd, 4cde, 5, 6bde, 13 – 15, 21 |
·
Scalar Multiple of
a Vector ·
See notes
here. ·
HW: p.291 #9, 11;
p.299 # 2bd, 4cde, 5, 6bde, 13 – 15, 21 |
·
Test. ·
HW: please work on
a reasonable sample from factoring questions. |
Fri.
Apr 27 |
·
The Laws of
Vectors (Addition/Subtraction) – see notes. ·
See this note
as well. ·
HW: p.290 # 1 – 7,
12, 15 |
·
The Laws of
Vectors (Addition/Subtraction) – see notes. ·
See this note
as well. ·
HW: p.290 # 1 – 7,
12, 15 |
·
Review those solutions carefully. ·
Took up some HW
questions. ·
Intro to Quadratic
Relations (review of degree of term /polynomial) ·
Table of Values
(TOV) and Finite Differences. ·
Practice – Finite
Differences. ·
HW: class
handouts. |
Thur.
Apr 26 |
·
Test 3 |
·
Test 3 |
·
Factoring Practice ·
Student
Conferences; Quizzes returned. ·
HW: #1 – 7 from
handout 1; a reasonable sample from
handout 2; please work on quiz corrections. |
Wed.
Apr 25 |
·
See the solution here.(p.263
#8) ·
Introduction to
Vectors – see
notes ·
HW: p.279 #1, 4 –
8, 10, 11 |
·
See the solution here.(p.263
#8) ·
Introduction to
Vectors – see
notes ·
HW: p.279 #1, 4 –
8, 10, 11 |
·
Quadratic
Equations Word Problems ·
HW: from 2^{nd}
class handout - #15 – 21 ·
We did number 22
in class. ·
Advanced Factoring:
Quadratics in Form, Differences of Squares ·
Quiz ·
HW: see above |
Tue. Apr 24 |
·
Review ·
p.248 – 249; p.263 – 266 ·
See this solution and that. ·
HW: continue
review |
·
Review ·
p.248 – 249; p.263 – 266 ·
See this solution and that. ·
HW: continue
review |
·
Review – Factoring ·
HW: : a reasonable
sample of class handouts |
Mon.
Apr 23 |
·
Review ·
p.248 – 249; p.263 – 266 ·
More Examples of
Derivatives ·
HW: continue
review |
·
Review ·
p.248 – 249; p.263 – 266 ·
More Examples of
Derivatives ·
HW: continue
review |
·
New Factorization
Pattern: a ^n – b^n ·
Word Problems
Leading to Factorable Quadratic Equations ·
Intro to Integer
Row: out of any n consecutive integers exactly one is divisible by n. ·
HW: worksheet 1:
#3, 5; ·
HW: worksheet 2:
#1, 3, 6, 7 |
Fri.
Apr 20 |
·
Review: p.248 –
249: p.263 – 266 ·
More Examples of
Derivatives ·
P.265 number 21 ·
HW: continue
review; see this solution
and that. |
·
Review: p.248 –
249: p.263 – 266 ·
More Examples of
Derivatives ·
P.265 number 21 ·
HW: continue
review; see this solution
and that. |
·
Review: PSTs ·
Factoring Incomplete Perfect Squares ·
Practice:
worksheet ·
HW: complete the
rest of worksheet |
Thur.
Apr 19 |
·
Review – Rates and
Trigonometry ·
Some Curve
Sketching ·
Applications of
Exponential and Logarithmic Derivatives ·
HW: a reasonable
sample of class handout |
·
Review – Rates and
Trigonometry ·
Some Curve
Sketching ·
Applications of
Exponential and Logarithmic Derivatives ·
HW: a reasonable
sample of class handout |
·
Review – PSTs and
Difference of Perfect Squares ·
Took up a
Difference of Cubes item ·
Solving Quadratic
Equations by Factoring – Process and Examples ·
Quiz Returned: please
work on corrections ·
HW: a reasonable
sample of class handout (at least #1 – 12) |
Wed.
Apr 18 |
·
See a rough
graphing solution here. ·
Applications of
Trig Functions – Part 2 ·
See notes here. ·
HW: a reasonable
sample from second handout given in class |
·
See a rough
graphing solution here. ·
Applications of
Trig Functions – Part 2 ·
See notes here. ·
HW: a reasonable
sample from second handout given in class |
·
Quiz ·
Sum/Difference of
perfect Cubes – Practice ·
Problem Solving ·
HW: a reasonable
sample of class handout on Sum/Difference of Perfect Cubes |
Tue.
Apr 17 |
·
Quiz ·
Applications of
Trig Functions – 1 ·
See notes
here. ·
HW: see notes
above |
·
Quiz ·
Applications of
Trig Functions – 1 ·
See notes
here. ·
HW: see notes
above |
·
Review – Simple
Trinomial PSTs ·
Problem Solving
with Factoring (Warm up questions) ·
Factoring a
Sum/Difference of perfect Cubes ·
HW: finish last
nights HW and textbook – p.253 – 254
#1 - 6 |
Mon. Apr 16 |
·
Derivatives of
Other Trig. Functions ·
See notes: version 1,
version
2 ·
HW: p.260 # 1- 5,
8, 10, 11 |
·
Derivatives of
Other Trig. Functions ·
See notes: version 1,
version
2 ·
HW: p.260 # 1- 5,
8, 10, 11 |
·
Non-Negativity of
Perfect Squares (Non-Negativity of PSTs) ·
Completing the
Square on a Simple Trinomial – Process (using b to get c) ·
Practice – handout
– see
here ·
HW: finish class
handout; please review this
carefully |
Fri.
Apr 13 |
·
Trigonometric
Limits. See notes
here. ·
Derivative of Sine
and Cosine – see notes
here. ·
HW: p.256 #1 – 5,
14 |
·
Trigonometric
Limits. See notes
here. ·
Derivative of Sine
and Cosine – see notes
here. ·
HW: p.256 #1 – 5,
14 |
·
More Difference of
Perfect Squares ·
Parity of
Conjugate Binomials ·
Problem Solving
with Difference of Perfect Squares ·
HW: finish handout
from yesterday, finish PSTs from todays’ handout, and work on # 1, 2, 7, 8,
9, 10, 11 from Problem Solving with Difference of Squares handout |
Thur.
Apr 12 |
·
Work time:
Derivative of Exponential and Logarithmic Functions ·
See this solution
and that reference ·
Started
Trigonometric Limits ·
HW: past HW and a
sample from todays handouts |
·
Work time:
Derivative of Exponential and Logarithmic Functions ·
See this solution
and that reference ·
Started
Trigonometric Limits ·
HW: past HW and a
sample from todays handouts |
·
Difference of Perfect Squares ·
Practice – a
variety of questions ·
Perfect Square
Trinomials (PSTs) ·
Examples ·
HW: a reasonable sample
of class handout questions |
Wed.
Apr 11 |
·
Derivative of a
General Logarithmic Function – see notes
here ·
An Interesting
Limit ·
HW: p.578 #1, 2,
3a, 4acef, 5,, 7, 9a ·
Logarithmic
Differentiation ·
HW: p.582 #1 – 9,
12, 13 |
·
Derivative of a
General Logarithmic Function – see notes
here ·
An Interesting
Limit ·
HW: p.578 #1, 2, 3a,
4acef, 5,, 7, 9a ·
Logarithmic
Differentiation ·
HW: p.582 #1 – 9,
12, 13 |
·
Review – Factoring
Simple Trinomials ·
Factoring
Non-Simple Trinomials ·
Solving Equations
in Integers by Completing the Grouping ·
HW: class problem
and a reasonable sample of Factoring Non-Simple Trinomials page (class
handout) |
Tue.
Apr 10 |
·
OSSLT Day – no
classes |
·
OSSLT Day – no
classes |
·
OSSLT Day – no
classes |
Mon.
Apr 9 |
·
Derivative of a
Natural Logarithmic Function – see
note here ·
HW: see note above |
·
Derivative of a
Natural Logarithmic Function – see
note here ·
HW: see note above |
·
Review – Factoring ·
Simple Quadratic
Trinomials ·
Factoring Simple
Quadratic Trinomials ·
HW: finish class
handouts |
Fri.
Apr 6 |
·
Derivative of
General Exponential Function – see notes. ·
HW: p.240 # 1 –
6, 7ab, 8 |
·
Derivative of
General Exponential Function – see notes. ·
HW: p.240 # 1 –
6, 7ab, 8 |
·
Factoring by
Grouping ·
Problem Solving
Tactic: Creatively Adding zero ·
HW: finish class
handout anf work on these
questions. ·
Please see
this. |
Thur.
Apr 5 |
·
Test 2 |
·
Test 2 |
·
Test 2 |
Wed.
Apr 4 |
·
Derivative of y =
e^x ·
Practice –
worksheet – see here. ·
HW: p.232 #2 – 13,
15 ·
See a solution to
number 17 here.(book’s
answer is correct) |
·
Derivative of y =
e^x ·
Practice –
worksheet – see here. ·
HW: p.232 #2 – 13,
15 ·
See a solution to
number 17 here.(book’s
answer is correct) |
·
Literacy Activity ·
Common Factoring
(Process, Examples) ·
HW: finish
the 1st page of class handout –
“Common Factoring” |
Tue.
Apr 3 |
·
Graphing
Derivative Function ·
Review: p.196 –
197; p.216 – 220 |
·
Graphing
Derivative Function ·
Review: p.196 –
197; p.216 – 220 |
·
Polynomials. ·
Distributive Law
and Expanding. ·
Expanding and
Simplifying Product of Polynomials. ·
HW: finish class
handout |
Thur.
Mar 29 |
·
Related Rates –
Part 2 - notes ·
HW: curve
sketching; p.569 (textbook) #1cde, 2, 8 – 11, 18, 19, 21; test review |
·
Related Rates –
Part 2 - notes ·
HW: curve
sketching; p.569 (textbook) #1cde, 2, 8 – 11, 18, 19, 21; test review |
·
Review – Analytic
Geometry ·
New Unit:
Quadratic Relations – Algebra ·
Laws of Exponents ·
HW: a reasonable
sample of Laws of Exponents, Analytic Geometry Review |
Wed.
Mar 28 |
·
Curve Sketching
Questions Offered ·
Introduction to
Related Rates ·
HW: see class
notes |
·
Curve Sketching
Questions Offered ·
Introduction to
Related Rates ·
HW: see class
notes |
·
Some Analytic
Geometry Review ·
Practice: class
handouts ·
HW: finish handout
1 and 25 minutes of the handout 2 |
Tue.
Mar 27 |
·
Review: p.207 - 212 of
the text book. ·
Working on p.216 - 220. |
·
Review: p.207 - 212 of
the text book. ·
Working on p.216 - 220. |
·
work on side two of
yesterday's handout - "Practice Questions" - number 4, 5, 7, 8.
Students are then to work on p.104 - 105 of the textbook |
Mon.
Mar 26 |
·
Curve Sketching –
Part 2 ·
See notes here and here.
Remark: example 2 graph has no “hole” in it. ·
HW: p.213 #4 cdij,
7, 9, 11 |
·
Curve Sketching –
Part 2 ·
See notes here and here.
Remark: example 2 graph has no “hole” in it. ·
HW: p.213 #4 cdij,
7, 9, 11 |
·
Verifying
properties of Geometric Figures – a worksheet (number 1) ·
Practice – from
the worksheet ·
Analytic Geometry
Problem Solving ·
See a solution
here. ·
HW: #4,5 (side 1 –
class handout); #1 – 3 (side 1 – class handout) |
Fri.
Mar 23 |
·
Curve Sketching –
Part 1 ·
HW: see class
notes. |
·
Curve Sketching –
Part 1 ·
HW: see class
notes. |
·
Midpoint Formula –
Practice ·
Distance from a
Point to a Line ·
Cartesian Median
and Centroid – here ·
HW: finish class
handout |
Thur. Mar 22 |
·
Concavity and
Points of Inflection ·
See notes here. ·
HW: see notes
above. |
·
Concavity and
Points of Inflection ·
See notes here. ·
HW: see notes
above. |
·
Problem Solving:
Circles ·
HW: assigned in
class. ·
HW: (handout)
- p.3 #18, 20; p.5 # 14, 15; p.6 (a),
(c); p.7 #2, 3 and work on unit outline |
Wed. Mar 21 |
·
Asymptotes:
Horizontal, Vertical, and Oblique. See notes
here. ·
HW: p.193 #1, 5,
7, 9, 10, 12,14, 17 |
·
Asymptotes:
Horizontal, Vertical, and Oblique. See notes
here. ·
HW: p.193 #1, 5,
7, 9, 10, 12,14, 17 |
·
Tangent Line to a
Circle and Point of Tangency ·
Practice/White
boards ·
The Four Quick
Points – General Circle ·
HW: p. 4 #1, 3, 5,
6, 7ac, 8, 11 (handout) and p.98 (textbook) #18, 19 |
Tue. Mar 20 |
·
Optimization
Practice – 2 ·
HW: finish #1 – 7 from class handout ·
Time permitting:
p.147 #18, 19,22-23; p.153 #13; p.156 – 160 |
·
Optimization
Practice – 2 ·
HW: finish #1 – 7 from class handout ·
Time permitting:
p.147 #18, 19,22-23; p.153 #13; p.156 – 160 |
·
Determining if a
point is ON/INSIDE or OUTSIDE a circle. Regions with Circles. ·
Examples. ·
The Distance
Formula. ·
Equation of a
Circle Centered at (h, k). ·
Midpoint of a
Horizontal Line Segment ·
Took up p.99
number 25 ·
HW: class handout
– first two pages and to review class notes |
Mon. Mar 19 |
·
Optimization
Practice – 1 ·
HW: finish #1 – 7 from class handout ·
Time permitting:
p.147 #18, 19,22-23 |
·
Optimization
Practice – 1 ·
HW: finish #1 – 7 from class handout ·
Time permitting:
p.147 #18, 19,22-23 |
·
Distance from a
Point to the Origin ·
Fixing the
Distance: Equation of a Circle ·
Practice –
previously provided handout ·
Practice: p.96 of
textbook ·
The Four Quick
Points ·
HW: p.98 # 10, 15,
16, 17, 19,21, 22, 25 |
Mar
12 -Mar 16 |
·
March Break |
·
March Break |
·
March Break |
Fri.
Mar 9 |
·
Optimization –
Part 2 – Economics and Travel
(Distance) – see notes
here ·
HW: see class
handout (above) |
·
Optimization –
Part 2 – Economics and Travel
(Distance) – see notes
here ·
HW: see class
handout (above) |
·
Quiz ·
Lines Segments in
a Triangle. ·
Defining Triangle
Centres – see here ·
HW: finish
previous work and work through the notes posted in links above. |
Thur.
Mar 8 |
·
Quiz ·
Optimization –
Part 1 – Measurement ·
See notes here. ·
HW: see class
handout (above) |
·
Quiz ·
Optimization –
Part 1 – Measurement ·
See notes here. ·
HW: see class
handout (above) |
·
Divisor Counting –
3 ·
Review – Divisor
Counting ·
HW: exercises from
“Divisor Counting – 3” part of handout |
Wed.
Mar 7 |
·
Maximum and
Minimum on an Interval ·
See notes here. ·
HW: see class
handout (above) ·
Remark: on p.138 #12 –
the reason that cubic function has absolute
minimum is that we consider an interval. ·
More velocity and
acceleration practice is found here. |
·
Maximum and
Minimum on an Interval ·
See notes here. ·
HW: see class
handout (above) ·
Remark: on p.138 #12 –
the reason that cubic function has absolute
minimum is that we consider an interval. ·
More velocity and
acceleration practice is found here |
·
Divisor Counting –
2 ·
Two Types of
Divisor Counting Problems ·
HW: the five
problems assigned in class; if needed finish/review earlier work. |
Tue.
Mar 6 |
·
Increasing and
Decreasing Functions ·
See notes
here. ·
HW: see class
handout |
·
Increasing and
Decreasing Functions ·
See notes
here. ·
HW: see class
handout |
·
More LCM/GCD ·
Intro to Divisor
Counting. ·
HW: a reasonable
sample of the work assigned in class. |
Mon.
Mar 5 |
·
Position,
Velocity, Acceleration ·
See class notes. ·
HW: see class
handout |
·
Position,
Velocity, Acceleration ·
See class notes. ·
HW: see class
handout |
·
Took up some HW ·
LCM and GCD. See
here. ·
HW: #1 – 9 from page
1 of class handout |
Fri.
Mar 2 |
·
Higher Order
Derivatives ·
See notes here. ·
HW: see class
handout (s) |
·
Higher Order
Derivatives ·
See notes here. ·
HW: see class
handout (s) |
·
Test 1 |
Thur.
Mar 1 |
·
Test 1 |
·
Test 1 |
·
PND of Squares and
Cubes ·
Some HW questions
taken up ·
HW: review for the
test as discussed in class earlier |
Wed.
Feb 28 |
·
Review - 2 ·
HW: textbook work –
see the day before and a handout from class |
·
Review - 2 ·
HW: textbook work
– see the day before and a handout from class |
·
Problem Solving
Continued. ·
New Unit: Number
Theory and Analytic Geometry started -
Primes and Composites, Prime Number Decomposition (PND) ·
Review time ·
HW: Review for the
test |
Tue.
Feb 27 |
·
Review - 1 ·
p. 92 #2, 6 – 9, 11, 12,
14, 15, 17; p. 110 #2 – 5;p. 56 #1 - 12, 13a, 15ac, 16 – 20;p. 60 #1 – 8 ·
Time
permitting: work more on class
handouts – here and here ·
HW: review |
·
Review - 1 ·
p. 92 #2, 6 – 9, 11, 12,
14, 15, 17; p. 110 #2 – 5;p. 56 #1 - 12, 13a, 15ac, 16 – 20;p. 60 #1 – 8 ·
Time
permitting: work more on class
handouts – here and here ·
HW: review |
·
Problem Solving –
Part 2 ·
Break-Even Point –
see notes ·
Review – Game ·
HW: 3 word
problems, 2 questions from today’s problem solving sheet and review for the
test |
Mon.
Feb 26 |
·
Implicit
Differentiation ·
See notes
here. ·
More Chain Rule
Practice ·
HW: see class
handout |
·
Implicit
Differentiation ·
See notes
here. ·
More Chain Rule
Practice ·
HW: see class
handout |
·
Problem Solving
with Linear Systems ·
Group work ·
HW: 7 problems (2
from today’s handout, 5 from 84 - problem handout) |
Fri.
Feb 23 |
·
Review – Composite
Functions ·
Chain Rule – see notes here ·
See a limit
solution here (Try on your own first, please!) ·
HW: see class
notes |
·
Review – Composite
Functions ·
Chain Rule – see notes here ·
See a limit
solution here (Try on your own first, please!) ·
HW: see class
notes |
·
Quiz ·
Linear Systems
with Literal Coefficients ·
See notes
here. ·
HW: finish #1,2
from class handout and one problem of each type (as discussed in class) |
Thur.
Feb 22 |
·
Quiz ·
Product Rule
Revisited: leading into The General Version of Power Rule ·
The Quotient Rule
– examples and practice – see notes
here ·
HW: see class
handout |
·
Quiz ·
Product Rule
Revisited: leading into The General Version of Power Rule ·
The Quotient Rule
– examples and practice – see notes
here ·
HW: see class
handout |
·
Word Problems on
Linear Systems ·
Investment Type,
Mixture Types ·
HW: one problem of
each type |
Wed.
Feb 21 |
·
Here and here
are some solutions ·
Review – limits,
derivatives ·
The Product Rule –
see notes here ·
HW: see class
handout ·
See solution to number
17 here |
·
Here and here
are some solutions ·
Review – limits,
derivatives ·
The Product Rule –
see notes here ·
HW: see class
handout ·
See solution to number
17 here |
·
Took up (-1, 2) HW
question ·
A Proof by
Contradiction ·
Quizzes returned ·
Word problems -
#4, 5, etc from p. 1 of previous handout ·
HW: a reasonable
sample of class handout |
Tue.
Feb 20 |
·
Derivatives of
Polynomial Functions ·
See notes
here. ·
HW: see class
handout |
·
Derivatives of
Polynomial Functions ·
See notes
here. ·
HW: see class handout |
·
Review –
Elimination ·
Problem Solving
with Elimination with an Excursion to Number Theory ·
Word Problems with
Linear Systems ·
HW: problem
offered in class, 4 linear systems (substitution/elimination), #3 from word
problems handout |
Mon.
Feb 19 |
·
Family Day – No
classes |
·
Family Day – No
classes |
·
Family Day – No
classes |
Fri.
Feb 16 |
·
The Derivative
Function ·
See notes here. ·
HW: see class
handout |
·
The Derivative
Function ·
See notes here. ·
HW: see class
handout |
·
Review – Gaussian
Sums ·
Solving Linear
Systems by Elimination ·
Examples
(coefficients of same and of different magnitudes for the variable to be
eliminated) ·
HW: a reasonable
sample of class handout as discussed in class |
Thur.
Feb 15 |
·
Work Period:
Examples of Calculating Limits and Individual Work |
·
Work Period:
Examples of Calculating Limits and Individual Work |
·
Review –
Substitution ·
Gaussian Sums ·
HW: a reasonable
sample of class handout as discussed in class |
Wed.
Feb 14 |
·
Quiz ·
Limits at Infinity
and Infinite Limits ·
See a note here ·
HW: finish class handout
and work on #1 from practice sheet |
·
Quiz ·
Limits at Infinity
and Infinite Limits ·
See a note here ·
HW: finish class
handout and work on #1 from practice sheet |
·
Review – Number of
Solutions to a Linear System (case analysis) ·
Solving Linear
Systems by Substitution and Comparison ·
Classwork – last
two pages of previous handout ·
HW: p.1, p.2 #1 -
3 from todays handout |
Tue.
Feb 13 |
·
Continuity.
Function Continuous at x =a ·
Discontinuity. Types
of Discontinuities. ·
See notes here. ·
See solution to
number 14 on p.47 here ·
See solution to
number 16 on p.47 here ·
HW: see class
notes (link above) |
·
Continuity.
Function Continuous at x =a ·
Discontinuity.
Types of Discontinuities. ·
See notes here. ·
See solution to number
14 on p.47 here ·
See solution to
number 16 on p.47 here ·
HW: see class
notes (link above) |
·
Graphing Straight
Lines: 2 methods (slope-y-intercept, intercepts) ·
Intro to Linear
Systems ·
Solving Linear
Systems by Graphing ·
Cases/Number of
Solutions ·
HW: class handout
– p.3, p.5 |
Mon.Feb
12 |
·
Properties of
Limits ·
Textbooks
distributed. ·
HW: p.45 #4 – 10,
12,15,16 |
·
Properties of
Limits ·
Textbooks
distributed. ·
HW: p.45 #4 – 10,
12,15,16 |
·
Linear Relations
and Equations ·
Slope-Y-int and
Standard Forms ·
Parallel and
Perpendicular Lines ·
HW: p.1-2 of class
handout and p.3 Example 1, Example 2 |
Fri.
Feb 9 |
·
The Limit of a
Function ·
See notes here. ·
HW: p. 38 #4, 6 –
11, 13,14, 15 see here ·
Solution to #22 on
p.21 is here |
·
The Limit of a
Function ·
See notes here. ·
HW: p. 38 #4, 6 –
11, 13,14, 15 see here ·
Solution to #22 on
p.21 is here |
·
Took up two HW
questions ·
Group Work ·
Heuristics: making
a simpler problem, looking for a pattern ·
Problem Solving
with Patterning – a class handout ·
HW: word problems
assigned in class |
Thur.
Feb 8 |
·
Rates of Change ·
See notes here ·
HW: p.29 #4, 7, 8,
10-13, 15bc, 18, 20,22 |
·
Rates of Change ·
See notes here ·
HW: p.29 #4, 7, 8,
10-13, 15bc, 18, 20,22 |
·
Problem Solving(
Pythagorean Theorem, Shaded Area/Complimentary Counting) ·
Fractional
Equations (Clearing Fractions) ·
Group work ·
HW: a reasonable
sample from Fractional Equations |
Wed.
Feb 7 |
·
Secants and
Tangents ·
Slope of a Tangent
(as a Limit of a slope of a secant) ·
See solutions to
class examples ·
HW: p.18 #3, 6,
8b, 9c, 10b, 11, 17, 19 -23 |
·
Secants and
Tangents ·
Slope of a Tangent
(as a Limit of a slope of a secant) ·
See solutions to
class examples ·
HW: p.18 #3, 6,
8b, 9c, 10b, 11, 17, 19 -23 |
·
More Fractions
Exercises ·
Fraction Challenge
offered ·
More Problem
Solving (with heuristics) – the Equating Areas Approach ·
Concepts of
Conjecture and Counterexample discussed ·
Took up word
problem 4 from HW ·
The Worm Problem –
see a solution here ·
Word Problems
- group work/presenting ·
HW: word problem
#5, 6 and problems offered in class discussion |
Tue.
Feb 6 |
·
Rationalizing
Denominators and Numerators (class handout) ·
See some solutions
here. ·
A solution from
review is here. ·
HW: p.9 #1, 2ac,
3abdf, 4bc, 6abdef, 7 ; a reasonable sample of worksheet 2. 8 |
·
Rationalizing
Denominators and Numerators (class handout) ·
See some solutions
here. ·
A solution from
review is here. ·
HW: p.9 #1, 2ac,
3abdf, 4bc, 6abdef, 7 ; a reasonable sample of worksheet 2. 8 |
·
Fraction Work
(Reducing, Adding/Subtracting, Multiplying/Dividing, Mixed Numbers vs
Improper Fractions) ·
Problem Solving
with Fractions – 1 (heuristics, patterning, work/rate) ·
HW: a reasonable sample of fractions practice
and #2, 4 from word problems page (handout) |
Mon.
Feb 5 |
·
Intro to Course ·
A New
Factorization Pattern ·
Review – “Are You
Ready…” ·
See answers
here. ·
HW: a reasonable
sample of review exercises |
·
Intro to Course ·
A New
Factorization Pattern ·
Review – “Are You
Ready…” ·
See answers
here. ·
HW: a reasonable
sample of review exercises |
·
Intro to Course. ·
Expectations. ·
Diagnostic
Assessment ·
Review – “Review
and Preview – 1” ·
HW: a reasonable
sample of review exercises |