Bramalea Secondary School ** School Info Bramalea Secondary School has 3 departments in Course Hero with 41 documents.

Brampton, Ontario

* We aren't endorsed by this school

Find your department

All Departments (3)

'{[deptFilter.toUpperCase()]}' Departments ({[filteredDepartments.length]})

All A B C D E F G H I J K L M N O P Q R S T U V W X Y Z 0-9

CHEM
- 14 Documents
CHEMISTRY
- 3 Documents
MATH
- 24 Documents

{[ dept.deptAcro ]}
{[ dept.deptAcro ]}
Course Hero has verified this tag with the official school catalog
- {[ dept.numDocs | number:0 ]} Document{[dept.numDocs>1?'s':'']}
- {[ dept.numQa | number:0 ]} Q&A{[dept.numQa>1?'s':'']}
- {[ dept.numFlashcardSets | number:0 ]} Flashcard{[dept.numFlashcardSets>1?'s':'']}
- {[ dept.numCourseAdvice | number:0 ]} Advice

{[ filteredDepartmentsMessage ]}

Bramalea Secondary School Documents (41)

Master your classes with homework help, exam study guides, past papers, and more for Bramalea Secondary School.

Most Recent Documents for Bramalea Secondary School

View all

5 pages
- Midterm 1.pdf
- Bramalea Secondary School
- chemistry
- CHEM 4U - Spring 2016
- WRITTEN WORK (Total 42 marks): 1. (total 8) The 1H NMR and 13C NMR spectra (SPECTRA 13) for three compounds A, B and C are shown below. i) Assign spectra to the compounds (6). A @SPECTRA 1 are from compound: A B @ (Circle one) @PECTRA 2 are from compound:
- Register Now
Midterm 1.pdf
2 pages
- IRsAppendix.pdf
- Bramalea Secondary School
- chemistry
- CHEM 4U - Spring 2016
- How to Approach the Analysis of an IR Spectrum In trying to analyze the spectrum of an unknown, you should concentrate your first efforts towards determining the presence (or absence) of a few major functional groups. The C=O, OH, NH, CO, C=C, CC, CN and
- Register Now
IRsAppendix.pdf
1 pages
- TKAM - chapter 2-3 questions v2.doc
- Bramalea Secondary School
- english
- MATH 7567856897 - Winter 2016
- TO KILL A MOCKINGBIRD PART 1 Chapter 2 Questions 1. What three things cause Scout to get in trouble with Miss Caroline on the first day of school? 2. What are the Cunninghams like? Describe them in a short paragraph. 3. Why do you think Scout commits the
- Register Now
TKAM - chapter 2-3 questions v2.doc
3 pages
- chem quiz.docx
- Bramalea Secondary School
- chemistry
- CHEM 4U - Spring 2016
- Chem 1A03 Quiz 24' :- Quizzes 7 CHEM 1Ai Y How much energy cfw_E - ?) energy7|eve|573.pdf - 456 nm to m 7 Gear: http /avenue.c|mcmaster.ca/d2|/Ims/quizz'ing/user/attempt/quizistartiframe,d2|?ou 849548Lisp H My Home CHEM 1A03:Introduct. v 'v I Ayush Suri '
- Register Now
chem quiz.docx
50 pages
- FALL 2016 BIOLOGY 1A03 Dr Kajiura's Week 4 Theme 2 Modules 1 & 2 Review & Applied Lectures (Sept 29
- Bramalea Secondary School
- chemistry
- CHEM 4U - Spring 2016
- BIOLOGY 1A03 Cellular and Molecular Biology FALL 2016 Please note that this lecture is copyrighted material & may not be reproduced for any other purpose, nor distributed or transmitted using any media without written permission of the Biology 1A03 profes
- Register Now
FALL 2016 BIOLOGY 1A03 Dr Kajiura's Week 4 Theme 2 Modules 1 & 2 Review & Applied Lectures (Sept 29
84 pages
- 1aa3-2017-Ch17-Acid-Base_skeletal.pdf
- Bramalea Secondary School
- Calculus and Vectors
- CHEMISTRY 4U - Spring 2016
- CHEM 1AA3: Intro. Chemistry II Acid-Base Chemistry Ch.17: Additional Aspects of Acid-Base Equilibria 1 Acid-Base Chemistry: Review (Ch 16) Bronsted-Lowry Theory acid = H+ donor, base = H+ acceptor acid/base reactants & conjugate acid/base products: Bas
- Register Now
1aa3-2017-Ch17-Acid-Base_skeletal.pdf
10 pages
- Exam fall 2011 2012.rtf
- Bramalea Secondary School
- chemistry
- CHEM 4U - Spring 2016
- SPH 4U Holy Cross Catholic Secondary School PHYSICS 12 (SPH 4U) Final Exam January 2012 Time: 2 hrs Teacher: Mr. Pendergast Total Marks: 75 30% of final mark -(25% Sections A-C , 3% Lab problem, 2% extended response ) Name: _ Instructions: This exam consi
- Register Now
Exam fall 2011 2012.rtf
1 pages
- 1ls3test1_fall2016gg.docx
- Bramalea Secondary School
- Calculus and Vectors
- CHEMISTRY 4U - Spring 2016
- Math 1LS3 * Fall 2016 * Test 1 Marking Guide * CHECK SOLUTIONS before you start marking. READ THIS GRADING GUIDE FIRST. Mark carefully and do not deviate from this guide. * DO NOT GIVE 1/2 MARKS. * Multiple choice and true/false: if the answer is wrong, c
- Register Now
1ls3test1_fall2016gg.docx
1 pages
- 1B03 Test 1 Early Write Form.pdf
- Bramalea Secondary School
- Calculus and Vectors
- CHEMISTRY 4U - Spring 2016
- Department of Economics ECON 1B03 REQUEST TO WRITE TEST 1 EARLY Please completely fill out the form and submit it to Assignments on Avenue. Name Student # McMaster Email Reason for request Contact information of person who can verify your reason (e.g. an
- Register Now
1B03 Test 1 Early Write Form.pdf
1490 pages
- khan huzaifa dice.par
- Bramalea Secondary School
- english
- MATH 7567856897 - Winter 2016
- #># #n#o#
- Register Now
khan huzaifa dice.par
241 pages
- khan huzaifa A.dft
- Bramalea Secondary School
- english
- MATH 7567856897 - Winter 2016
- #># #s#r#u#v#
- Register Now
khan huzaifa A.dft
277 pages
- khan huzaifa E.dft
- Bramalea Secondary School
- english
- MATH 7567856897 - Winter 2016
- #># #s#r#\#]#
- Register Now
khan huzaifa E.dft
4 pages
- 1.2 The Slope of a Tangent.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 1.2 The Slope of a Tangent A secant A tangent In the graph of f(x)=x2, the secant PQ passes through P(1, 1) and Q(x, x2). Q The slope of secant is P mPQ As point Q moves closer from the right toward P(1, 1), we have the following slopes of secant Q P (1,
- Register Now
1.2 The Slope of a Tangent.docx
3 pages
- 4.2 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 4.2 Critical Points, Local Max and Min If then, - f(x) has a local max/min value at - f(c) does not exist - x=c ,( f ' ( c )=0) c is a critical number (c, f(c) is a critical point The First Derivative Test Test for local maximum or local minimum point Exa
- Register Now
4.2 notes.docx
4 pages
- 4.3 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 4.3 Vertical and Horizontal Asymptotes Vertical Asymptotes a vertical line that a f(x) can never reaches x lim x 0 0.1=10 1 = 1 2 x 0 (10 ) 1 0.01=10 1 x2 lim 1 = 2 2 x 0 (10 ) 2 lim 10 1 = 10 2 x 0 (10 ) 0.0 01=10 lim 0.0 01=10100 lim x 0 1000 0.0 01=10
- Register Now
4.3 notes.docx
4 pages
- 4.4 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 4.4 Concavity and Points of Inflection Concavity - Concave upward - Concave downward x=2, m1 =2 x=3, m2 =1 x=4, m3=0 x=5, m4=1 x=6, m 5=2 m=f ' ( x ) mis increasing f ' ( x ) is increasing Let If g ( x ) =f ' ( x ) g (x ) Since, g (x ) is increasing, then
- Register Now
4.4 notes.docx
5 pages
- 7.6 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 7.6 The Cross Product of Two Vectors The cross product a b of a and b in R3 is the vector that is perpendicular to a and b , such that a , b and a b form a right-hand system. b a=a b opposite direction the cross product exists in R3 only Example1 (P.401)
- Register Now
7.6 notes.docx
1 pages
- 7.3.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Worksheet: 7.3 Solve the following problems. Answer for each question is indicated inside cfw_. 1) WNBA basketball player Siddharth Swoopes scores on 0.89 of his free throws. What is the expected waiting time before he misses the basket on a free throw? c
- Register Now
7.3.docx
1 pages
- 2.3 Worksheet.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Worksheet: 2.3 Practice Solve the following problems. Answer for each question is indicated inside cfw_. 1) A boy pushes a lawn mower (m=17.05 kg) 2) Block A is on a ramp inclined at 21. Block A is starting from rest across a horizontal lawn by connected
- Register Now
2.3 Worksheet.docx
3 pages
- 1.4.limit.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 1.4 The Limit of a Function lim f ( x )=L x a 1) 2) 3) from The limit of f(x) as x approaches to a equals L. The value of f(x) can be made arbitrarily close to L by choosing x sufficiently close to a (but not equal to a) f ( x ) exists if and only if the
- Register Now
1.4.limit.docx
6 pages
- 7.5 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 7.5 Scalar and Vector Projections Scalar Projection of a on b ON =|a| cos o 0 180 , b 0 o a) 0 90 o b) =90 c) o 90 180 o Calculate Scalar Projections a) The scalar projection of a on b a) The scalar projection of b on a b) The scalar projection of a on b
- Register Now
7.5 notes.docx
1 pages
- 7.2.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Worksheet: 7.2 Practice Solve the following problems. Answer for each question is indicated inside cfw_. 1) What is the expectation for a binomial distribution with p=0.96 and n=8? cfw_7.68 2) Suppose that 0.41 of the first batch of engines off a new prod
- Register Now
7.2.docx
123 pages
- AF12 Chapter 8 Solutions.doc
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Chapter 8 Combining Functions Chapter 8 Prerequisite Skills Chapter 8 Prerequisite Skills a) Pattern A Question 1 Page 414 Pattern B Pattern C b) A: linear increasing one step each time. B: exponential increasing by a multiple of 2. C: quadratic increasin
- Register Now
AF12 Chapter 8 Solutions.doc
3 pages
- 1.6 continuity.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 1.6 Continuity The graph of f (x) has no breaks, jumps or gaps f (x) is continuous. The function f ( x) is continuous at f (a) is defined at x=a lim f ( x )=f (a) x a Removable Discontinuity cfw_ f ( x )= 2 x 2,if x <1 2 x 2,if x >1 Jump Discontinuity cfw
- Register Now
1.6 continuity.docx
3 pages
- 1.5 properties of limits.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 1.5 Properties of Limits lim f ( x )=L x a - As x approaches to a (from both sides of a), the value of f ( x) become closer and closer to the number L. - In fact, there is no need to consider - The behavior of f ( x) near a (not at a) matters. x=a , f (a)
- Register Now
1.5 properties of limits.docx
27 pages
- 11_Radical_Expressions.pps
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru Gugoiu 2010 Iulia & Teodoru G
- Register Now
11_Radical_Expressions.pps
1 pages
- 7.4.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Worksheet: 7.4 Solve the following problems. Answer for each question is indicated inside cfw_. 1) What is the expected number of men on a 5-member jury randomly chosen from 13 women and 11 men? cfw_2.29 2) What is the expected number of women on a 8-memb
- Register Now
7.4.docx
2 pages
- 4.1 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- Chapter 4 Curve Sketching 4.1 Increasing and Decreasing Functions Increasing Function Decreasing Function Theorem for Increasing/Decreasing Functions - ' f ( x )> 0 f ( x) is increasing f ' ( x )< 0 f ( x) is decreasing Example 1(P. 166) Use the derivativ
- Register Now
4.1 notes.docx
5 pages
- 7.2 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 7.2 Velocity Example 1 (P.365, Example 2) A plane is heading due north with an air speed of 400 km/h when it is blown off course by a wind of 100 km/h from the northeast. Determine the resultant ground velocity of the airplane. air Speed - the velocity of
- Register Now
7.2 notes.docx
5 pages
- 7.3 notes.docx
- Bramalea Secondary School
- Calculus
- MATH 4u - Spring 2016
- 7.3 The Dot Product of Two Geometric Vectors a b=|a|b| cos 0o 180o a b is a scalar 1) 0o 90 o cos> 0, a b > 0 2) o =90 o cos 90 =0, a b=0 3) 90o 180o cos< 0, a b < 0 Example1(P.373, example2) a) If |a|= 7 , calculate a a . b) Calculate i i Properties of
- Register Now
7.3 notes.docx