• Mathematics
     
    The subject of Mathematics is a series of academic courses necessary for entry into some Science courses and college admission. It is paramount that students and parents investigate and seek consultation regarding the required mathematics courses and suggested sequence of study needed in preparation for higher - level Mathematics and Science courses. 
     
    All mathematics courses will give students the opportunities to discover concepts, on their own, describe patterns and relate topics to one another, as well a s to employ appropriate use of vocabulary, show adequate working steps and attempt a variety of methods to solve a problem. Mathematics courses provide opportunities for students to solve real - world applications, and offer students opportunities to learn concepts through a variety of instructional strategies that include project - based instruction. 
     
    Further, all courses and levels are steeped in inquiry and project based instruction, and require students to develop inquiring minds and curiosity about Mathematics and related concepts, and communicate their ideas, arguments and practical experiences accurately in a variety of ways, including written and verbal modes. They will also have the opportunity to thi nk analytically, critically and creatively to solve problems, judge arguments and draw conclusions. All students will embark upon interdisciplinary projects that involve the introduction and development of Mathematics - based research skills and writing as a core requirement of all courses and, in some courses, culminate into formal research papers.
     
    Pre-Diploma Geometry (Grades 9/10)
    Geometry is one in a series of academic math courses necessary for entry into the International Baccalaureate courses, state mandated assessments, and college admission. The course includes the systematic study of points, lines, planes, circles congruence and similarity of polygons (with a focus on triangles and quadrilaterals), as well as area and volume of solid figures. This course also studies deductive reasoning through the introduction of two - column proofs. In addition, the course requires students to calculate probability, using area and define geometric shapes algebraically and graphically.
     
    Pre-Diploma Algebra II (Grades 9/10)
    Algebra II is one course in the series of academic math courses necessary for entry into the International Baccalaureate courses, state mandated assessments, and college admission. The course includes functions, systems of equations, quadratic functions, polynomial functions, exponents, radical equations, rational functions, exponential functions, statistics, and probability. In addition, students are required to explore and apply matrix operations, logarithms, and conics. The primary goal of this cour se is the genuine working comprehension of the fundamental concepts of Algebra necessary for all higher - level math and science courses.
     
    Pre-Diploma Math Analysis (Grade 10)
    Math Analysis is a rigorous course designed to pr epare students for the International Baccalaureate Higher Level Mathematics and college admission. The course begins with a review and extension of functions and their graphs, followed by proofs of theorems through mathematical induction. Trigonometry is introduced through circular functions and trigonometric functions of general angles. Practical applications are studied through right triangles, law of sines and cosines, and area formulas. The course also requires students to study limits, sequences an d series, exponential and logarithmic functions and functions emphasizing curve sketching and differentiation. A TI - 83 or 84 series graphing calculator is highly recommended. TI - 89 model calculators are not permitted on tests.
     
    IB MATHEMATICS (Grades 11 & 12)
    The nature of mathematics can be summarized in a number of ways: for example, it can be seen as a well - defined body of knowledge, as an abstract system of ideas, or as a useful tool. For many people it is probably a combination of these, but there is no doubt that mathematical knowledge provides an important key to understanding the world in which we live. Mathematics can enter our lives in a number of ways: we buy produce in the market, consult a timetable, read a newspaper, time a process or estimate a length. Mathematics, for most of us, also extends into our chosen profession: artists need to learn about perspective; musicians need to appreciate the mathematical relationships within and between different rhythms; economists need to recognize trends in financial dealings; and engineers need to take account of stress patterns in physical materials. Scientists view mathematics as a language that is central to our understanding of events that occur in the natural world. Some people enjoy the challenges o ffered by the logical methods of mathematics and the adventure in reason that mathematical proof has to offer. Others appreciate mathematics as an aesthetic experience or even as a cornerstone of philosophy. This prevalence of mathematics in our lives pr ovides a clear and sufficient rationale for making the study of this subject compulsory within the Diploma Programme.