Sunday, December 2, 2012

NROC's Algebra 1 Open Course


NROC website banner
National Repository of Online Courses (NROC), Algebra 1—An Open Course.

 To register for a guest log-in go to:  http://nrocmath.org/class-preview-sign-up-2/

This course is offered freely through NROC as an open course for anyone to take.  The advantage of open enrollment courses is that learners are able to explore a topic in an independent study method, as suggested by Michael Moore’s theory of distance education (Simonson, Smaldino, Albright, & Zvacek, 2012, p. 44).  Open courses have become increasingly popular as a means of content dissemination and in the spirit of the Creative Commons legal code.  However, a free course may not contain quality of content.  So knowing what to look for in an online course is important when judging open courses. 
Microsoft Office for Mac clip art gallery

The NROC Algebra course is a highly engaging environment, complete with interactive videos that include some high quality video effects.  Does the flash of the course hide a faulty structure?  Let’s look at the evidence of design and pre-planning that can be seen for the course.

·      Audience – the course is strategically designed toward a middle-high school aged audience.  The writing, design, and layout along with the explanations of the lessons use vocabulary and principals attractive and easily understood by this age audience.
·      Ability of the group – as the target audience falls in the neo-millennial aged learner, much use has been made of interactive elements and instructive video to complement the less exciting content.


Microsoft Office for Mac clip art gallery
According to Schlosser & Burmeister, all online learners require:
·      Relevant content
·      Clarity of expectations
·      Control of pacing
·      Available help
·      A method for determining progress
·      Content that is helpful and engaging  (Smaldino, et al, 2012, p. 176).

The NROC course elevates a subject that has become dulled by the repetition of completing endless problem sets into an engaging and fanciful journey into the logic behind the math. 

References:
Simonson, M., Smaldino, S., Albright, M., & Zvacek, S. (2012). Teaching and learning at a distance: Foundations of distance education (5th ed.) Boston, MA: Pearson

1 comment:

  1. I look forward to reading your blog throughout this course.

    Constance

    ReplyDelete