Projective geometry

December 11th, roughly. Five years and one month ago was the date that not only my life and surroundings changed and not to sound cliché, so did I as a person. I remember it vividly it was summer in South Africa, as our seasons are flipped to those in the states. Nevertheless it being summer I had a winter coat on because I knew it was winter in the U.S. but I didn't know how cold it would be so I dressed accordingly to how I felt it would be in a place where it snows. I remember going to get my…

Fear of the future is one phobia that every so often gets a grip of us all. Wilkinson continues to assert, "We look out into the future, trying our best to make wise decisions, only to find ourselves staring into the teeth of ferocious and widespread uncertainties. If only everything didn't depend on, well, everything else. How do we decide what kind of career path to pursue when it's not clear what industries will exist in 10 or 15 years? How do we plan our children's education when we can't…

Questions: Answer all questions given What kind of relationship did you see in your D vs T graphs (both hand and computer)? Do these relationships make sense? Explain! In the distance versus time graph for the hand graph, there is an exponential increase the in the distance traveled; as time progresses, the distance the car travels increases a little more, as the slope is not a straight line, but instead slopes upwards, with slopes later in the line being steeper than the slopes before. What…

3.1.1.1.1. Properties Rests symbols plays a fundamental role in the symbolic time axis, and they could be inserted between notes or at the end of a musical passage. For this reason, the total symtime duration of a theme is not always equal to the sum of the note duration, so the total symtime duration is an additional property associated to a theme. Other important property associated to a theme is the total number of elements (i.e., rows). Properties of a theme are denoted using the dot symbol,…

Implied lines are lines disguised through the use strokes, colors, values or shapes that usually help direct the eye when looking at an artwork. Directional lines are a type of implied lines that draws attention or point to the focus of a painting, there many types of directional lines that represent different meanings. In The Death of Socrates, implied lines are apparent throughout the whole painting, the outlines that separates the figures (the people) from the background can be considered…

All the scenes in the play were short and barely any characters were called by name. They also did not go in order of the pamphlet that spells “Shakespeare.” Throughout my paper, I try to describe each scene to the best of my ability with the info of which play they are acting out or about just the scenes in general. The beginning of the play began with people cleaning up the stage with brooms. The three people were slouched over sweeping close together. This showed medium topography and close…

Lists 3 visual elements of art and design (the "building blocks") you think Munch employed when he created The Scream. These visual elements must be chosen from those featured in Chapter 3 and the PowerPoint presentation. 1. After you list the 3 visual elements, you must then write a 300-word long thread that describes the characteristics of each element AND explains why they were chosen by Munch to createThe Scream. 2. Pay particular attention to the most obvious visual elements of The Scream.…

A content area standard for the 9th grade in Arizona is A-REL-10. It refers to the graphing of a linear equation with two variables. It involves plotting solutions usually dealing with time versus distance progression. As time progresses distance increases, decreases or stays still. It can have variations of using elevation instead of distance. The presentation of the lesson is made on the white board with markers creating a story of skydiving. Having the students help me remember every…

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at Kazan University for nineteen years, devised a method for finding roots of a polynomial and published a plethora of material on algebra, numerical analysis, astronomy and probability. His most important discovery was the idea of non-Euclidian geometry, the thought of which was met with scorn and derision during his lifetime, but one that would go on to be a cornerstone for our modern understanding of…