What is Concurrent Enrollment?
Concurrent enrollment is defined as college credit-bearing courses that are taught on the high school campus by high school instructors and/or college staff who meet the college or universities adjunct requirements.
Concurrent enrollment courses are true college courses that are taught in a high school setting by a certified instructor. Students are officially registered in the college class at the beginning of the semester and earn a real grade based on their academic performance in the course.
What Concurrent Enrollment courses are being offered at NPC Fall 2018/Spring 2019?
HI 114 History of Civilization II 3
A study emphasizing Western and non-Western nation-states from 1500 to the present which probes formative ideas, themes, issues and events such as industrialism, imperialism, nationalism, revolutions, communism and the Cold War, and an analysis of increasing globalization.
MC 273 College Algebra 3
Topics include functions, their properties, graphs of equations and functions, logarithmic and exponential functions, sequences and series. Applications are drawn from issues of finance and economics.
MC 281 Statistics 3
This introductory course will include descriptions of sample data, theoretical frequency distributions,sampling, testing hypotheses, chi square, analysis of variables, correlation and regression. Students willlearn how to ethically collect, analyze, interpret and present data.
PS 201 Introduction to Psychology 3
This course is a general survey of the discipline of psychology including the principles, methods, vocabulary, and major theories in the study of human behavior. Consideration will be given to selected application of psychology for life and ministry.
Examines the topics of functions, limits, continuity, the process of taking derivatives, and the application of derivatives such as related rates, curve sketching, and optimization problems. Antiderivatives, and the process of integration are introduced.
Explores integration of functions, ordinary differential equations, series and sequences, and their application. Techniques of integration, improper integrals, convergence and divergence of various types of series and sequences, and applications related to area, volume, conic sections, parametric equations, and polar equations are emphasized.