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Curriculum

Mathematics

The primary objective of the Mathematics Department is to help each student develop his mathematical abilities to their utmost. This is accomplished by making sure that each student is placed in the math course best suited to his background and potential and by individualizing the instruction for each student as much as possible. We pride ourselves on the fact that we teach the student first and the subject second and that we meet our above-stated objectives.
  • Algebra I - 211

    This course provides the basic fundamentals of the standard Algebra I course with emphasis on working with polynomials, factoring, equation solving, graphing, fractions and systems of equations solutions.
  • Geometry - 224

    In this course students are introduced to Euclidean Geometry, its theoretical and practical aspects. Topics include parallel and perpendicular lines, congruency and similarity of polygons, the properties of circles, and the volume of surface area.
  • Honors Geometry - 226

    In this course students are introduced to Euclidean Geometry, its theoretical and practical aspects. Topics covered include angles, parallel and perpendicular lines, congruent triangles, triangle inequalities, quadrilaterals, similar polygons, & circles.
  • Algebra II - 232

    This course is designed to help strengthen basic algebra skills. Included are the second year Algebra topics involving the operations with Real Numbers. Simple verbal problems are studied, as well as linear and quadratic equations (also inequalities).
  • Honors Algebra II - 236

    This enriched course is designed to give advanced students an in-depth knowledge of the concepts of Algebra II. The topics of functions, systems of equations, polynomials, radicals and exponentials are enriched with a discussion of probability.
  • Precalculus - 241

    This course covers all pertinent aspects of plane trigonometry from identities to trig equations to solutions of oblique triangles. Graphs and properties of mathematical relationships are discussed.
  • Finite Math Trigonometry - 244

    This course introduces students to fundamental topics in probability and statistics. Statistical analysis of data will be explored with topics including sampling methods, data organization, standard deviation, the bell curve, and linear regression.
  • Honors Precalculus - 245

    This course investigates the behavior and the properties of mathematical relationships (primarily functions) in two variables. Polynomial, exponential, trigonometric, inverse, and rational functions are included.
  • Statistics - 250

    This course introduces students to the concepts and procedures for collecting, analyzing and drawing conclusions from data. Students will learn how to plan a statistical study; will explore data for patterns and departure from patterns.
  • AP Statistics - 251

    The course of study follows the syllabus of the Advanced Placement Program of the College Entrance Examinations Board. This non-calculus based statistics course is typically required by colleges for majors in social sciences, health sciences & business.
  • Honors Calculus - 261

    Topics covered are commensurate with those offered in a semester of college calculus with a concentration on limits and derivatives. Many topics in a traditional Calculus II course will also be introduced as time allows, including integration, & volumes.
  • AP Calculus AB - 263

    This course is designed to prepare the student for the AP Calculus Test AB. As a requirement of the course, students must take the AP Exam. Topics for the AB test will include functions, graphs and Limits with a concentration on graph analysis.
  • AP Calculus BC - 265

    The course of study follows the outline set forth by the Advanced Placement Program of the College Entrance Examination Board and parallels the full year course offered in many colleges. In particular, the course encompasses theory & differentiation.
  • Hon Multivariable Calc & Adv Analysis - 268

    This course covers a number of advanced topics in Calculus including: calculus in polar coordinates, vectors, dot products, cross products, vector valued functions, and motion in space, multivariable functions and partial derivatives.
  • Honors Programming - 271

    This course is an introduction to computer programming using Java. Topics include fundamentals of Java, packages and interfaces, classes and objects, methods, algorithms, data structures, event handling and graphics, and web page design with HTML.
  • AP Computer Programming - 285

    This course is the second in a sequence of computer science courses designed to make students confident programmers in Java who are prepared to take the AP CS exam. The course is accredited to follow the curriculum dictated by the AP Course Description.
  • Cybersecurity Essentials - 280

    280 - Cybersecurity Essentials              Grade 12    
    The course offers students the opportunity to learn about the practices, protocols and processes utilized to protect against digital attacks. Students will become more adept to identifying potential viruses, worms, threats and malware as they examine the purpose of cyber-attacks and how they evolve. The hands-on course calls for a strong emphasis on problem-solving skills and teamwork as students work together to counter digital attacks as well as the challenges and opportunities that may occur during implementation of necessary security measures for proper cyber responses.
     
  • Foundations of Computer Science - 275

    275 - Foundations of Coding                     Grades 11, 12
    This course is an introduction to coding using the computer language Python. This experience-based course provides a framework of concepts, techniques and process associated variable, functions, lists, and proper Python formatting. Students will prepare students for future coding courses. No previous coding experience is necessary.
  • Introduction to Computer Algorithms - 277

    • This course continues the student’s development of programming, problem solving abilities and logical skills by introducing object-oriented principles (OOP) such as classes, encapsulation, inheritance, and polymorphism, as well as basic data structures and algorithms (DSA) including singly and doubly linked lists, binary trees, and depth and breadth first search.  
    • Prerequisites: Successful completion of 275 Foundations of Computer Science and course instructor recommendation. Students who have not completed 275 may petition the Office of Academic Affairs for a course waiver and enrollment into 277. 

Faculty

  • Photo of Jeffrey Blake
    Jeffrey Blake
    Mathematics - Department Chair
    (410) 825-4266
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  • Photo of Joseph Baker
    Joseph Baker
    Chief Administrative Officer and Director of Advancement
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  • Photo of Christopher Barczak
    Christopher Barczak
    Religion - Department Chair
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  • Photo of Jack Basmaci
  • Photo of Donna Bridickas
    Donna Bridickas
  • Photo of Richard Brown
    Richard Brown
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  • Photo of Verena Brown
    Verena Brown
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  • Photo of Taylor Connor
    Taylor Connor
  • Photo of Adam DeStefano
    Adam DeStefano
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  • Photo of Edward Fioravante
    Edward Fioravante
  • Photo of Mary Lou Healy
    Mary Lou Healy
  • Photo of Robert Howard
    Robert Howard
  • Photo of Roy Lobdell
    Roy Lobdell
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  • Photo of Madeline Makowski
    Madeline Makowski
  • Photo of Tim Trotta
    Tim Trotta
    teacher
  • Photo of Meghan Wilmot
    Meghan Wilmot