Time to rock & roll - you're ready....show them what you've got!
Mr. Alei
SL 2: Week of 5/1/2017 (Previous Week - 4/24/17)
Mon 5/1: Exams begin
Thu 5/4: pm: Paper 1 Exam
Fri 5/5: am: Paper 2 Exam
Topical Review Notes
Calculator Review
AlgebraReview
FunctionReview
Trig Review
Vector Review
Stat/ProbReview
CalculusReview
Topic 1: Algebra & Topic 2: Functions & Equations
Quadratics Practice
Functions Practice
Exponents & Logs Practice
Transformation Practice
Series Practice
Binomial Practice
Topic 3: Circular Functions & Trig
Trig Practice
Trig Practice 2
Topic 4: Vectors
Vector Practice
Vector Practice 2
Topic 5: Statistics & Probability
Statistics Practice
2 Variable Stats Practice
Probability Practice 1
Random Variable Practice
Topic 6: Caculus
Calculus Practice
Practice Exams
M15P1Z2 worked w/MS
M15P2Z2 Worked
M14P1Z1 & Markscheme
M14P2Z1 & Markscheme
M14P1Z2 & Markscheme
M14P2Z2 & Markscheme
Number of problems by type in previous exams
(20) Differentiate given function, find gradient/tangent to a point on the graph/normal to a point, local/global maximum/minimum in a given domain, etc.
(16) Given 3-D points/vector, find lines/ perpendiculars/intersections, etc.
(11) Solve a trigonometric equation over a given domain.
(10) [Now deleted from the syllabus] Matrix Algebra: Add/subtract/multiply/find inverse/solve matrix equation.
(10) Arithmetic/Geometric sequences and series: Given equation, find terms/given terms, find equation/given sum, find equation, etc.
(9) Analyze/apply/solve exponential/logarithmic equations of growth/decay.
(8) Normal distribution (should know 68-95-99.7 rule for Paper 1. Otherwise, calculator use.) Given parameters, find probabilities/given area, find argument.
(7) Find/analyze composition/inverse of given functions.
(7) Given first/second derivative, integrate to find function/analyze local/global max/min/concavity/draw sign diagram.
(7) Expand binomial to a given power/find specified term.
(6) Find area between two curves by integration
(6) Given table, find probabilities/expected value of the variable.
(5) Binomial probability problems (coin toss, rolling dice, Bernoulli-type problems)
(5) Conditional probability analysis/probability tree
(5) Identify parameters of sin/cos function from graph (i.e., find parameters of f(x) = aSin (bx + c) + d. State values of a, b, c, d.
Some Useful Things
Smartboard Class Notes - Exam Review
Course Review Notes
SL videos: Review of topics
SL videos: Details of topics
The fine print: See sidebar at right for links to previous assignments. Click on linked assignments to download notes for that section. Dates above are when homework is assigned. It is always due on the following class meeting.
Updated 4/30/17 3:57 pm
ManageBac SL Mind Map
