Carson Graham Secondary
North Vancouver School District
Mathematic Courses

math.jpg 

http://carleton.ca/math/wp-content/uploads/Maths_image_7-400x300.jpg

        *Click on the following link to see the different ​Math Pathways

        *Click on the following link to see Math Frequently Asked Questions

MATH 8 
Mathematics 8 is a course that bridges the arithmetic from Elementary School with the curriculum that will form the core of Senior Mathematics. This course will introduce students to developing the ability to conjecture, reason logically, employ quantitative and spatial information, and apply a variety of mathematical methods to solve problems and make decisions confidently and independently.
This course has a common school-based Final Exam.
Course Outline, Math, grade 8.pdf

MATH 9 
  
Mathematics 9 is a course that prepares students to become numerate. This course will assist students to develop the ability to conjecture, reason logically, employ quantitative and spatial information, and apply a variety of mathematical methods to solve problems and make decisions confidently and independently.
This course has a common school-based Final Exam.
  
MATH 10 : APPRENTICESHIP AND WORKPLACE MATH  4 credits
This course is designed to provide students with the mathematical understanding and critical-thinking skills identified for the entry into the majority of trades and for direct entry into the work force. Topics include understanding and apply the metric and imperial systems to the measurement of 2-D and 3-D objects, geometry, trigonometry, and the fundamentals of income, spending and debt. This course has a mandatory provincial exam worth 20% of their final course mark. At the end of this course, students are prepared to take Apprenticeship and Workplace Mathematics 11.
This course has a Provincial Final Exam worth 20%.

MATH 10: FOUNDATIONS OF MATHEMATICS AND PRE CALCULUS
 4 credits  
This course is designed to provide students with mathematical understandings and critical thinking skills identified for post secondary studies in both the arts and sciences. Topics include surface area and volume of 3-D objects, applying trigonometric ratios to right triangles, irrational numbers, powers involving integral and rational exponents, polynomials, coordinate geometry with linear relations, system of linear equations, and function notation.
This course has a Provincial Final Exam worth 20%.
 
MATHEMATICS 11: APPRENTICESHIP and WORKPLACE  4 credits
This course is designed to provide students with the mathematical understandings and critical thinking skills identified for entry into the majority of trades and for direct entry into the work force. Topics include: measurement, geometry, number, algebra, and statistics.
This course has a common school-based Final Exam.

MATHEMATICS 11: FOUNDATIONS  4 credits
This course is designed to provide students with the mathematical understanding and critical thinking skills identified for post secondary studies in programs that do not require the study of theoretical calculus. Topics include:  measurement, geometry, logical reasoning, statistics, relations and functions, and a mathematical research project.
This course has a common school-based Final Exam.
  
MATHEMATICS 11: PRE-CALCULUS  4 credits
This course is designed to provide students with the mathematical understanding and critical thinking skills identified for entry into post secondary programs that require the study of theoretical calculus. Topics include:  algebra and number, trigonometry, relations and functions.
This course has a common school-based Final Exam.
 
MATHEMATICS 12: APPRENTICESHIP and WORKPLACE  4 credits
This course is designed to provide students with the mathematical understandings and critical thinking skills identified for entry into the majority of trades and for direct entry into the work force. Topics include:  measurement, geometry, number, algebra, statistics, and probability.
This course has a common school-based final exam.
 
MATHEMATICS 12: FOUNDATIONS  4 credits
This course is designed to provide students with the mathematical understandings and critical thinking skills identified for post secondary studies in programs that do not require the study of theoretical calculus. Topics include: financial mathematics, relations and functions, probability, and a mathematics research project.
This course has a common school-based final exam.
 
MATHEMATICS 12: PRE-CALCULUS  4 credits​
This course is designed to provide students with the mathematical understanding and critical thinking skills identified for entry into post secondary programs that require the study of theoretical calculus. Topics include: trigonometry, relations and functions, permutations, combinations and binomial theorem.
This course has a common school-based Final Exam.
 
MATHEMATICS  12:  CALCULUS  4 credits
 
IB MATHEMATICS 11 (SL) 4 credits
IB MATHEMATICS 12 (SL) 4 credits
IB Mathematics (SL) is available as an IB Certificate Course for students who are interested in extending their math skills in preparation for first year university studies in courses that require a mathematics background. Please note that the IBO Registration Fee and the IB Exam Fee will be charged in the second year of the course.
IB Mathematics (SL) contains a broad range of mathematical concepts and caters to students who anticipate a need for a sound mathematical background in preparation for future studies in subjects that have significant mathematical content, such as chemistry, economics, geography, psychology and business administration. The nature of the subject is such that the curriculum focuses on the introduction of important mathematical concepts through the development of mathematical techniques.
The majority of concepts are included because they underpin important mathematical processes. In many cases, concepts are included because they are essential to any further study in mathematics. Students taking this course are expected to possess a ready knowledge of basic concepts and to be equipped with the skills needed to apply simple mathematical techniques correctly.​