Differential geometry

The handy helper I choose was a video from Khan Academy. This video was about the Cartesian Coordinate System. I naturally gravitated to the Khan Academy link because I was already accustomed to the website while using it to get spun back up before this class. The Kahn Academy site contains similar math videos and you learn from watching their videos and practicing math problems that relate to the video. This particular video consists of a guy explaining math while at the same time visually…

Patrick Luongo Mr. Maloney Art 11 November 2017 7 Elements of Art The 7 elements of art are Line, Shape, Form, Space, Value, Color, and Texture. Line- Lines are very important in art. They can be used in many ways, such as outlining things, make hashes with them and even shade things with them. An example of lines is when I was drawing my Van Gogh drawing, and I needed to use lines to make the hashes. There are many types of lines. Lines can be straight, curvy, thick, thin, they can dark…

1) According to the author of A World of Art line is important in an artist since it plays a major role in human history, delineating city limits, county lines, and state and national borders. 2) In Matthew Richie’s quote I think he is trying to talk about the structures of line and properties of how line can be structured. Then, Ritchie’s is trying to use it as a symbol when it comes to using a straight line since it can represent the direction and the curve can mean to join things. I also see…

The solution of the Frank and Doris race problem looked to be simple at first. Although Doris speed began faster, Frank gained speed and passed her and thus seemed to be the winner of the race. After looking more closely at the problem I discovered this was not quite the case. I first sketched Frank and Doris given values onto the one Velocity-Time graph. Originally looking at this graph, it looks as if Frank passes Doris at 10 seconds, because that is when his speed becomes greater than Doris’s…

5. Proposed Research Questions and Tasks Four proposed research tasks will direct to fabrication conditions (Task 1), fabrication thermal analysis (Task 2), fabricated parts performance (Task 3), microstructure control methodology (Task 4), respectively. These tasks are designed to answer the questions and solve the problems in the results of preliminary experiments and observations from reported investigations. 5.1. Task 1. Investigating feasible formation conditions and effects of laser power…

Meela Kopp Mr. Morris Adv. Algebra 2 R3 12 November 2017 Math Like Me Hu Hesheng is a famous female mathematician from China. She was born on June 20, 1928, in Shanghai, China. Her family was very artistic. Both her grandfather and father were painters. Later, she would, like them, be interested in painting, along with photography and singing. When she was a child, the Japanese army invaded where she lived. Her family eventually escaped and had to live in foreign concessions. These…

April 30, 1777 and he died on February 23, 1855. He was very successful. He was able to accomplish some big things before he passed. He was a German mathematician. The fields that he was in are These include number theory, algebra, statistics, differential geometry, electrostatics, astronomy, and many more. He had some nicknames that he was sometimes called. His parents were never really there to support him growing up but he still managed to become very…

In the P-N method, mathematically speaking, the RTE reduces to a set of differential equations by approximating the intensity as a truncated series of transcendental functions whose terms are based on orthogonal spherical harmonics. The P-1 model uses only the zeroth and first order moments of the approximated intensity function…

Georg Friedrich Bernhard Riemann was a German mathematician who made huge contributions to the field of mathematics, and more specifically calculus. Riemann was born on September 17, 1826 in Breselenz, Germany. His father, Friedrich Bernhard Riemann, was a poor pastor, and his mother, Charlotte Ebell, died before her children had reached adulthood. Growing up, Riemann showed exceptional skill with mathematics, such as his abilities in calculation. In fact, in 1840, Riemann went to live with his…

Implantation of a stent within a coronary artery alters the local hemodynamics modifying the shear stress upon the endothelium. 14 Low endothelial shear stress causes a phenotypic change in which can induce a phenotypic switch in the smooth muscle cells from contractile to secretory as well as increase migration into the intima and proliferation. 15 Overall, regular or high endothelial shear stress maintains the contractile phenotype of the smooth muscle cells therefore inhibiting neointimal…