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: |
Quiz: Thursday, March 22 Test: Thursday, April 5 |
Quiz: Thursday, March 22
Test: Thursday, April 5 |
Quiz: Friday, March 9 |
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 |