Find out more about the impressive new book MOOCs and Open Education

MOOCs and Open Education Around the World is a book which discusses topics having to do with open educational resources (OERs) and massive open online courses. Brand new developments in learning technology have provided the means for learners in every nation on earth to be participants in courses online. Massively open online courses are commonly free for students but do not always lead to formal accreditation. This MOOCs book describes the best practices in blended learning based on decades of research. There are a variety of topics that e-learning technology organizations have to deal with now that elearning technology is improving so quickly. How can educators ensure that the instruction provided by these MOOC courses is respectable? How can organizations certify that educators are properly credentialed and qualified to teach online courses? What strategies are being used by institutions like University of Utah to conduct these MOOC classes? What assessment strategies and original teaching practices are optimal? How can participants manage problems like inadequate learner motivation and high student dropout rates?

As electronic education technology becomes more widespread there is a developing necessity to better understand how these MOOC courses are being conducted. Lecturers and many other participants desire to understand the outcomes of these open education experiments. Intellectuals want to know how these MOOC classes can be made better. Online assessments for MOOCs can be difficult to conduct effectively and reliably. To meet this crescive desideratum for data the dramatic new book MOOCs and Open Education Around the World offers a critical analysis of these massive open courses and other open education topics. This interesting new book also analyzes the key controversies associated with massively open online courses and open educational resources. To learn more please visit MOOCs and Open Education.

Massively Open Online Courses Educational