Difference between revisions of "User:Nmj10"

From PrattWiki
Jump to navigation Jump to search
 
(5 intermediate revisions by the same user not shown)
Line 5: Line 5:
 
My name is Nicholas Jerles, but I go by Nick for short. You would pronounce my last name like "Jair-uls."
 
My name is Nicholas Jerles, but I go by Nick for short. You would pronounce my last name like "Jair-uls."
  
==Grand Challenge==
+
==Grand Challenge Article==
Here is an article for the grand challenge of making solar energy economical.
+
[http://www.nytimes.com/2008/08/15/business/15solar.html?_r=2&hp&oref=slogin& Two Large Solar Plants Planned in California], Matthew L. Wald, New York Times, updated 14 August 2008, accessed 14 September 2014 (Grand Challenge)
[http://www.nytimes.com/2008/08/15/business/15solar.html?_r=2&hp&oref=slogin&], Matthew L. Wald, New York Times, 14 August 2008, 14 September 2014 (Grand Challenge)
+
 
 +
==Matlab Demonstration==
 +
My favorite Matlab demonstration is 3-D Drawing. I found it really cool how the demonstration could take any three points and create a 3-D image. It provided a good visual for different three dimensional drawings that I could draw myself.

Latest revision as of 00:45, 15 September 2014

About Me

I am a part of the Duke Class of 2018, and I plan to study Biomedical Engineering. I'm from Matthews, North Carolina, which is a small suburb jus outside of Charlotte. In my free time, I enjoy playing basketball, going bass fishing, and playing pool. My favorite genre of music is country, but I listen to a variety of music. Some of my favorite artists are Jake Owen, Kid Cudi, and Sammy Adams.

Pronunciation

My name is Nicholas Jerles, but I go by Nick for short. You would pronounce my last name like "Jair-uls."

Grand Challenge Article

Two Large Solar Plants Planned in California, Matthew L. Wald, New York Times, updated 14 August 2008, accessed 14 September 2014 (Grand Challenge)

Matlab Demonstration

My favorite Matlab demonstration is 3-D Drawing. I found it really cool how the demonstration could take any three points and create a 3-D image. It provided a good visual for different three dimensional drawings that I could draw myself.