Difference between revisions of "User:Sydney.Jeffs"

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*She has broken all of her toes except her big toes and the toe one in from the pinky toe on her left foot.
 
*She has broken all of her toes except her big toes and the toe one in from the pinky toe on her left foot.
 
*Her favorite food is a Persian dish and her roomate happens to be Persian.
 
*Her favorite food is a Persian dish and her roomate happens to be Persian.
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=Howework: 1 & 2=
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#[www.genengnews.com/gen-articles/making-personalized-medicine-a-reality/2316/ Making Personalized Medicine a Reality], Lisa A. Haile, Ph.D, Genetic Engineering & Biotechnology News, January 1, 2008, September 11, 2014 (Grand Challenge)
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# My favorite demonstration was the 3-D graphing demo and the applet available for testing. I enjoyed this section the most because I was able to make the connection to 3-D printing and see how the possibilities would not only be fairly limitless but also fairly easy to prepare using a grapher such as this. It was very cool to think about.

Latest revision as of 05:54, 12 September 2014

Personal Life

Sydney (Sid-nee) was born in Southern California but was raised in Chapel Hill, North Carolina. She is currently enrolled at Duke University. Her hobbies include Bikram Yoga, Soccer, Tutoring, and hiking. She is the youngest of three.

Fun Facts

  • Sydney has competed in 2 regional and 2 national Yoga competitions in North Carolina, New York, and Texas.
  • She has broken all of her toes except her big toes and the toe one in from the pinky toe on her left foot.
  • Her favorite food is a Persian dish and her roomate happens to be Persian.

Howework: 1 & 2

  1. [www.genengnews.com/gen-articles/making-personalized-medicine-a-reality/2316/ Making Personalized Medicine a Reality], Lisa A. Haile, Ph.D, Genetic Engineering & Biotechnology News, January 1, 2008, September 11, 2014 (Grand Challenge)
  2. My favorite demonstration was the 3-D graphing demo and the applet available for testing. I enjoyed this section the most because I was able to make the connection to 3-D printing and see how the possibilities would not only be fairly limitless but also fairly easy to prepare using a grapher such as this. It was very cool to think about.