What is Vsauce most viewed video?
Top 10 Vsauce Videos
- #1: “What If Everyone JUMPED At Once?” (2012)
- #2: “Is Your Red The Same as My Red?” (2013)
- #3: “Why Do We Kiss” (2013)
- #4: “Why Are Things Creepy” (2013)
- #5: “What’s the Most Dangerous place on Earth?”
- #6: “What Color Is A Mirror?”
- #7: “Travel INSIDE A Black Hole”
- #8: “What Does Human Taste Like?”
What is Vsauce’s real name?
With the help of YouTube, Michael Stevens has become one of the world’s most popular educators. Stevens doesn’t hold a Ph. D or reams of patents in his name, but he does have a massively popular YouTube channel: Vsauce.
What is Vsauce YouTube channel about?
Vsauce (/ˈviːsɔːs/) is a YouTube brand created by celebrity educator Michael Stevens. The channels feature videos on scientific, psychological, mathematical, and philosophical topics, as well as gaming, technology, popular culture, and other general interest subjects.
What degree does Vsauce have?
The University of Chicago
Blue Valley High School
Michael Stevens/Education
What is the biggest number Vsauce?
Vsauce host Michael Stevens explains how to count past infinity and why 40 is the biggest number. Stevens focuses on different concepts of infinite and cardinal numbers to give viewers a new and interesting perspective on the scope of mathematics.
Does Michael from Vsauce have a degree?
As of March, 2014, Vsauce had nearly 7 million subscribers and more than 576 million views. Stevens holds a bachelor’s degree in neuropsychology from the University of Chicago, as well as a bachelor’s degree in English literature.
Is Michael Stevens a psychologist?
Michael Stevens directed the master’s program in counseling psychology at ISU and was named Outstanding University Researcher. He is Past-President of APA’s Division of International Psychology. Dr. Stevens was a Fulbright scholar at the University of Sibiu, where he received an honorary doctorate.
What number is infinity?
Infinity is not a number. Instead, it’s a kind of number. You need infinite numbers to talk about and compare amounts that are unending, but some unending amounts—some infinities—are literally bigger than others. Let’s visit some of them and count past them.