make sense of problems and persevere in solving them
reason abstractly and quantitatively
construct viable arguments and critique the reasoning of others
model with mathematics
use appropriate tools strategically
attend to precision
look for and make use of structure
look for and express regularity in repeated reasoning
To accomplish this, the curriculum must expand students' knowledge of numbers, computation, estimation, and measurement. To be successful in a technological world, students need to understand the basic concepts of algebra and geometry. In addition, students should be able to gather, organize, display and interpret data and in so doing, recognize patterns when they occur.
A broad and varied series of courses in the major areas of mathematics is offered with the intent of not only challenging the intellectually curious but also providing a good background of understanding for all. To facilitate proper selection, courses have been grouped by level of sophistication.
All the mathematics courses are sequential. The student must secure department approval before proceeding to the next level. Teacher recommendations will be based on prerequisites and determined in relation to criteria shown to be necessary for success at the next level. Therefore, the student’s teacher will recommend the most appropriate course during the course selection process. Any student interested in a course other than the one recommended by his/her current math teacher must complete the appropriate paperwork before the end of the course selection period for their appeal to be considered. Students who may wish to move from one sequence of courses to another must demonstrate a "likelihood of success" in the new course sequence. This will include, but may not be limited to, taking an exam during the summer. Any student not presently enrolled in a mathematics course must see the Department Head during the course selection process to determine the appropriate course placement.
Each student must satisfactorily complete three years and earn at least fifteen (15) credits to fulfill the mathematics requirement for graduation.
Please Note: When a student who has not attended Masconomet middle school enters the senior high school, the Department Head will recommend appropriate placement. This recommendation will be based on consideration of records from the feeder school and, when appropriate, performance on a placement test and/or a brief interview.
Topics include - Order of operations, linear equations, inequalities, linear and nonlinear functions, the coordinate place, algebraic systems, exponents, radical operations, quadratic relationships, factoring, and data analysis. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
Recommendation of eighth grade math.
Full Year - 5 Credits
9
CP
A1, A2, A3, S1, S2
2.
Math
Algebra I (CP)
1126
Topics include: --- Solving linear, absolute value, exponential, quadratic & radical (as time permits) equations and linear inequalities --- Investigating properties of polynomials and exponents --- Investigating linear, exponential, quadratic functions --- Solving linear and quadratic systems --- Data analysis. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
Successful completion of Introduction to Algebra and teacher recommendation.
Full Year - 5 Credits
9
CP
All years
A1, A2, A3, A4, S1, S2
3.
Math
Algebra I (H)
1133
Topics include: --- Solving linear, absolute value, exponential, quadratic & radical equations and linear inequalities --- Investigating properties of polynomials and exponents --- Investigating linear, exponential, quadratic functions --- Solving linear and quadratic systems --- Data Analysis Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least A minus each trimester in Introduction to Algebra and teacher recommendation
Full Year - 5 Credits
9
H
All years
A1, A2, A3, A4, S1, S2
4.
Math
Foundations of Geometry (CP)
1220
In this course students will focus on problem solving, visual patterns and applications. Topics covered are angles, congruent and similar triangles, circles, polygons, area, volume, and reinforcing algebraic concepts.
Successful completion of Algebra 1 or Foundations of Algebra and teacher recommendation.
Full Year - 5 Credits
10
CP
All years
5.
Math
Geometry (CP)
1124
Topics include: --- Understanding points, lines & planes as building blocks of geometry --- Constructing and measuring segments & angles --- Reasoning & proofs. Investigating geometric shapes & the relationships within/between them --- Understanding the relationship among transformations, congruence & similarity --- Investigating perimeter, area, surface area and volume --- Probability. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
Successful completion of Algebra 1 and teacher recommendation.
Full Year - 5 Credits
9, 10
CP
All years
A1, A2, A3, A4, S1, S2
6.
Math
Geometry (H)
1131
Topics include: --- Understanding points, lines & planes as building blocks of geometry --- Constructing and measuring segments & angles --- Reasoning & proof --- Investigating geometric shapes & the relationships within/between them --- Understanding the relationship among transformations, congruence & similarity --- Investigating perimeter, area, surface area and volume --- Probability. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least A minus each trimester in Introduction to Algebra (and taking concurrently with Algebra 1) or a grade of at least C each trimester in Algebra 1H and teacher recommendation
Full Year - 5 Credits
9, 10
H
All years
A1, A2, A3, A4, S1, S2
7.
Math
Foundations of Algebra II (CP)
1326
This course investigates the concepts of a traditional Algebra 2 course through the lens of personal finance. Throughout the course students will investigate a range of functions algebraically and graphically. Real world applications included ones related to banking, credit, investing, employment and budgeting will anchor algebra 2 skills and concepts.
Successful completion of a full year Algebra 1 and a Geometry course and teacher recommendation.
Full Year - 5 Credits
11
CP
All years
A1, A2, A3, A4, S1, S2
8.
Math
Algebra II (CP)
1322
This course offers a traditional approach to Algebra 2 that is best suited for students interested in a math-science career. It focuses on an in-depth study of polynomial, exponential, logarithmic and rational functions and an introduction to trigonometric functions. Applying these concepts to mathematical and real world problems occurs throughout the course.
Successful completion of an Algebra 1 course and a Geometry course(unless taking Geometry concurrently with Algebra 2) and teacher recommendation. A graphing calculator is required for this course.
Full Year - 5 Credits
10, 11
CP
All years
A1, A2, A3, A4, S1, S2
9.
Math
Algebra II (H)
1233
Topics include: --- Creating and solving equations including polynomial, rational, exponential & logarithmic --- Creating and solving polynomial & rational inequalities --- Building, analyzing & interpreting functions including polynomial, rational, exponential, logarithmic & trigonometric --- Using data to make inferences & justify conclusions --- Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least B- each trimester/semester in Algebra I H and Geometry H (unless taking Geometry concurrently with Algebra 2) and teacher recommendation. A graphing calculator is required for this course.
Topics include: --- An extensive, in --- depth study of trigonometric and circular functions including proving trigonometric identities and solving trigonometric equations --- An introduction to the polar coordinate system and the relationship between polar and rectangular coordinates --- An introduction to conic sections. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
Successful completion of Algebra II and teacher recommendation. A graphing calculator is required for this course.
Full Year - 5 Credits
11, 12
CP
STEAM
All years
A1, A2, A3, A4, S1, S2
11.
Math
Precalculus (H)
1331
Topics include: --- An extensive, in --- depth study of polynomial, rational, exponential, logarithmic and trigonometric functions and their graphs --- The polar coordinate system and the relationship between polar and rectangular coordinates --- Solving systems of linear and non --- linear equations --- Conic sections. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least B- each semester and on each semester exam in Algebra 2H and teacher recommendation. A graphing calculator is required for this course.
Full Year - 5 Credits
11
H
STEAM
All years
A1, A2, A3, A4, S1, S2
12.
Math
Mathematical Decision Making (CP)
1411
Students will use previously learned geometry and algebra skills to apply their knowledge to real world situations including, but not limited to: Right triangle trig applications Stock market analysis and investing Financing applications (mortgages, auto loans, student loans) Filing income taxes and the tax system Voting Theory Modeling using equations Solving systems of equations
Successful completion of an Algebra 2 course and teacher recommendation. A graphing calculator is required for this course.
Full Year - 5 Credits
12
CP
Business, Global, STEAM
All years
A1, A2, A3, S1, S2
13.
Math
Introductory Statistics (CP)
1523
Topics include: --- Collecting, analyzing and interpreting numerical data in one and two variables--- Representing data in a variety of graph types including: circle, bar line plot & histogram --- Presenting data to an audience and fielding questions from the audience. Throughout the course applying these concepts to mathematical and real world problems is emphasized. Students will also investigate conditional probability and rules of probability so they can use probability to make decisions.
Successful completion of an Algebra 2 course and teacher recommendation. A graphing calculator is required for this course.
Full Year - 5 Credits
11, 12
CP
Business, CCC, Global, STEAM
All years
A1, A2, A3, A4, S1, S2
14.
Math
Intro Calculus w Applications (CP)
1524
The course incorporates topics from pre-calculus and allows students to refine their algebra skills and techniques and extend their knowledge of analytic geometry. Students will develop an understanding of the processes of differentiation and integration. Students will investigate limits and continuity from an intuitive perspective. Students will work with real world applications to model the use of calculus to solve problems from business, economics, management, science and social sciences.
Successful completion of a full year Pre-Calculus course and recommendation of current math teacher. A graphing calculator is required for this course.
Full Year - 5 Credits
12
CP
STEAM
All years
A1, A2, A3, A4, S1, S2
15.
Math
Calculus AB (AP)
1451
This course is structured around three big ideas: limits, derivatives and integrals. Understanding the concept of limit allows students to identify continuous functions and apply the techniques of calculus to these functions. Students learn to reason with definitions and theorems and communicate their understanding of key concepts numerically, algebraically and graphically. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least B- each semester and on each semester exam in Pre-Calculus H and teacher. A graphing calculator is required for this course. recommendationStudents must have a graphing calculator for this course. This course is approximately equivalent to a 1 semester calculus course in college
Full Year - 5 Credits
12
AP
STEAM
All years
A1, A2, A3, A4, S1, S2
16.
Math
Calculus BC (AP)
1441
In addition to the topics above, students will consider various methods for determining convergence and divergence of a series. These include Maclaurin series for common functions, general Taylor series representations, radius and interval of convergence, and operations on power series.Throughout the course applying these concepts to mathematical and real world problems is emphasized.
A grade of at least B+ each semester and on each semester exam in Pre-Calculus H and teacher recommendation. Students must have a graphing calculator for this course. This course is approximately equivalent to a 2-semester calculus course in college
Full Year - 7.5 Credits
12
AP
STEAM
All years
A1, A2, A3, A4, S1, S2
17.
Math
Statistics (AP)
1461
This course is equivalent to a one - semester, non -calculus college course. Students are introduced to the major concepts of tools for collecting, analyzing and interpreting data. Four key themes are considered: --- Exploring data --- Sampling & experimentation --- Anticipating patterns --- Statistical inference. Throughout the course applying these concepts to mathematical and real world problems is emphasized.
Successful completion of Pre-Calculus and teacher recommendation. Students must have a graphing calculator for this course. Seniors who remain in this course during internship are prepared to take the AP Statistics exam in May
Full Year - 5 Credits
12
AP
CCC, Global, STEAM
All years
A1, A2, A3, A4, S1, S2
18.
Math
Sports Analytics (CP)
1424
This course explores mathematical concepts and statistical methods for analyzing performance, strategy, and decision-making in sports. Students will examine how mathematics evaluates player and team performance, predicts outcomes, and informs strategies across various sports. Key topics include probability, statistics, data visualization, and modeling, emphasizing practical applications in sports. The course highlights real-world scenarios to connect theory with the dynamics of athletic performa
Successful completion of an Algebra 2 course and teacher recommendation.
Semester - 2.5 Credits
11, 12
CP
STEAM
All Years
A1, A2, A3, A4, S1, S2
19.
Math
Game Theory (CP)
1423
This course introduces game theory, focusing on strategic interactions among individuals and groups. Students will explore Nash equilibrium, dominance strategies, cooperative and non-cooperative games, and repeated games through a discovery-based approach. The curriculum emphasizes practical applications in economics, politics, biology, and social sciences, linking theoretical concepts to real-world scenarios for a comprehensive understanding of strategic decision-making.
Successful completion of an Algebra 2 course and teacher recommendation.