Bachelor of Science - Interdisciplinary Studies in Math/Physics

Ellis College brings you the career-oriented professional education, in an online environment that is collaborative, stimulating. This provides students with an understanding of the fundamental laws and basic principles that govern the physical world, leading to a grasp of the laws of science and the underpinnings of technology. This gives more stresses on problem-solving and critical thinking, essential skills for success in today's competitive workplace.

Online course include following options:

• Humanity and the Physical Universe
  This includes inquiry-based strategies in the physical sciences for non-science students. This course include: Newtonian mechanics, electricity, magnetism, sound, optics, heat, energy and power, earth science including weather and climate, modern physics and the solar system.

• Finite Mathematics
  This includes review of elementary algebra and selected topics in statistics and probability. This include the study of Sets, real numbers, graphing, linear and quadratic equations and inequalities, relations and functions, solving systems of linear equations, descriptive statistics, frequency distributions, graphical displays of data, measures of central tendency and dispersion.

• Technical Mathematics I
  This includes the mathematics courses for Telecommunication Management. It include algebra like exponents, factoring, fractions, Linear equations, ratio, proportions, Word problem application., It also includes the function relation to coordinate systems and graphs as straight line, slope. Systems of linear equations and their applications, Complex numbers, Quadratic equations, Introduction to trigonometry.

• Calculus I
  This includes the study of lines and circles, Functions, limits, derivatives of algebraic functions, introduction to derivatives of trigonometric functions. It includes the study of derivatives to physics problems, related rates, maximum-minimum word problems and curve sketching, introduction to indefinite integrals, the conic sections.

[an error occurred while processing this directive]