Learn more about the compelling new book MOOCs and Open Education

MOOCs and Open Education is a book that explores subjects relating to open education resources (OERs) and massive open online courses. Modern improvements in electronic educational technology make it possible for people in nations all around the world to participate in classes via the Internet. These massive open courses are ordinarily free but do not consistently lead to formal accreditation. There are a variety of issues that online learning organizations are having to attend to in 2015 because e-learning technology is developing so fast. This collected edition describes many different types of MOOC options and the full range of business plans related to MOOCs. This book answers many questions about MOOCs and other forms of open education. How can participants make sure that the training provided by these MOOC courses is all right? How can learners make sure that lecturers are properly credentialed and qualified to teach MOOC classes? What different business models are being used by institutions like Senegal to conduct these MOOC classes? What innovative assessment strategies and teaching practices are optimal? How can institutions handle problems like low learner motivation and high student dropout rates?

As e-learning technology becomes more widespread there is a developing desire to grasp how these massively open online courses are being conducted. Academics and numerous other participants need to gain more knowledge about the outcomes of these exciting new open education endeavours. Everybody wants to understand how massively open online courses can be improved. To satisfy this desideratum for knowledge MOOCs and Open Education provides a critical analysis of these online MOOC courses and other open education issues. This intriguing new book also investigates the controversies associated with these online MOOC courses and open education resources (OERS). To learn more please visit MOOCs and Open Education.

Massively Open Online Courses Educational