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write my assignment 16263

Create a 9 page essay paper that discusses Historical Development of Graphic Design and Animation Theories.

From the research it is clear that early specimen of graphics manifested in the form of symbols, signs and writings on any surface. A myriad of graphic designs were developed through time applying different techniques to capture the attention of the admiring audience. It was not until the 1920s when a group of German psychologists namely: Max Wertheimer, Wolfgang Kohler and Kurt Koffka, devised a systematic approach in graphical design perception. They based their interpretation of graphical design on the notion of completion, where audiences sub-consciously view separately arranged entities as a single item.

According to the paper finding colors were incorporated into graphics. This was so because colors were able to convey emotions and moods unlike previous monotonous colors (black and white). From the latter events, it can be presumed that colors breathed life into graphics. Most people’s initial knowledge on color, seem to suggest that all colors are simple mixture of three primary colors. green, red and blue. The color theory vehemently disputes this notion. It is crucial to understand the basics of color formation so as to accurately utilize those (colors) in graphic design to imply various moods. The contentious issue of color formation dates back to the 15th century where a number of disciplines were used in explaining the concept, namely. chemistry, mathematics and physics. Not all yielded to viable conclusion.

 

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write my assignment 11631

Natural events and processes that occur today occurred in the past (rates may be different) is the concept of:

a.     paleontology                    c. plate tectonics

b.    stratigraphy                     d. uniformatarianism

How is grain size (texture) related to the energy of the environment?

a.     as texture increases, energy of the environment decreases

b.    as texture increases, energy of the environment increases

c.     there is no relationship between texture and energy

Shale is sometimes black in color. A black color for rocks often indicates the presence of:

a.     chlorite                           c. microcrystalline quartz

b.    organic matter                 d. reduced iron oxides                       

Half-life is a unit of:

a.     distance                            c. heat

b.    time                                  d. particle speed

If a bone has a radiocarbon date of two half lives, how much C14 can be found in the bone?

a.     10%                                  c. 50%

b.    25%                                  d. 75%

 

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write my assignment 9624

OL 675 8-1 Discussion: The Taoist Leader in 2010

Discussion Topic

“The best rulers are those whose existence is (merely) known by the people. The next best are those who are loved and praised. The next are those who are feared. And the next are those who are despised. It is only when one does not have enough faith in others that others will have no faith in him. [The great rulers] value their words highly. They accomplish their task; they complete their work.” (Ciulla, p.177). Reflect on the reading and, In this topic, answer the following: Are Taoist leaders possible in today’s competitive world? What would a Taoist leader be like in an organization or political office?

To complete this assignment, review the Discussion Rubric document.

 

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write my assignment 16423

Let A:=[1 1 1,1 -2 0, 0 3 1] and y0 =[1 5 0]. We seek to find the column vector x0 ∈R3 of smallest

101 0

norm such that Ax0 is of minimal distance from y0 , where the norm on R3 is the usual Euclidean norm coming from the dot product.

To keep the ideas straight, you should keep in mind the facts that as a linear function R3 → R3 , the kernel of the linear function L(x) := Ax is the null space Nul(A) and the image of L is the column space Col(A) of A.

(a) Use row and column operations to put A in standard form, and hence show that the nullity of A is 1.

(b) We need to find the orthogonal projection of y0 onto the column space of A, but the latter space has dimension 2 so it is easier to find the orthogonal projection of y0 onto (Nul(At)) . Find a vector spanning Nul(At), and use this to find the orthogonal projection y1 of y0 on Col(A).

(c) Find x1 ∈ R3 satisfying Ax2 = y.

(d) Find a vector spanning Nul(A), and by calculating the orthogonal projection of x1 onto Nul(A) , find the vector x0 ∈ R3 of minimal norm for which Ax0 is of minimal possible distance from y0. 

1 1 0 11 —2 3 and yo = 5 . We seek to find the column vector x0 E R3 of smallest1 0 1 0 norm such that Axe is of minimal distance from yo , Where the norm on R3 is the usual Euclidean Let A :2 norm coming from the dot product. To keep the ideas straight, you should keep in mind the factsthat as a linear function R3 —> R3 , the kernel of the linear function L(x) :2 Ax is the null spaceN ul(A) and the image of L is the column space Col (A) of A.

 

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