Difference between revisions of "User:Llangford08"
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This article explores virtual crime scenes as a means of aiding the investigation process: [http://people.howstuffworks.com/vr-csi.htm How Virtual Crime Scenes Work] | This article explores virtual crime scenes as a means of aiding the investigation process: [http://people.howstuffworks.com/vr-csi.htm How Virtual Crime Scenes Work] | ||
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| + | == Homework 2 == | ||
| + | My favorite demonstration was "Three-Dimensional Knot" It was a lot going on in this code, which is understandable because creating a virtual 3D knot requires many steps. I recognized most of the operations, but there were some that I had not seen before. In general, I have no clue what happened in that code because it has many different things going on. However, out of the demonstrations that I viewed, this one returned the most interesting outcome and it has such a complex code that one can't help but wonder how it all comes together. In addition, one of my other favorites was 3-D Plots and 3-D Surface Plots because I took Multivariable Calculus last semester, and having a visual of the surface so easily accessible would've been nice. But in general, I am pretty fascinated with 3 Dimensional things. The 3-D Knot incorporates this concept. | ||
Latest revision as of 04:39, 2 February 2016
Hi! I'm Lauren, a first-year student trying to transfer from Trinity to Pratt, hoping to major in biomedical engineering and sports medicine (maybe?). I'm really excited about the prospect of being a member of the Pratt community, and I look forward to the what the future has in store.
Homework 1
This article explores virtual crime scenes as a means of aiding the investigation process: How Virtual Crime Scenes Work
Homework 2
My favorite demonstration was "Three-Dimensional Knot" It was a lot going on in this code, which is understandable because creating a virtual 3D knot requires many steps. I recognized most of the operations, but there were some that I had not seen before. In general, I have no clue what happened in that code because it has many different things going on. However, out of the demonstrations that I viewed, this one returned the most interesting outcome and it has such a complex code that one can't help but wonder how it all comes together. In addition, one of my other favorites was 3-D Plots and 3-D Surface Plots because I took Multivariable Calculus last semester, and having a visual of the surface so easily accessible would've been nice. But in general, I am pretty fascinated with 3 Dimensional things. The 3-D Knot incorporates this concept.
