Answer:
The answer is b: local color
Explanation:
“The Notorious Jumping Frog of Calaveras County” is a short story that was written by Mark Twain; it first appeared in 1856. The main lesson behind the story is that “what goes around, comes around”. In the story, Mark Twain used the local color, customs, dialect, and social statuses of his time to create an impressive view of the region the story refers to. Twain used local color to paint a picture of the surroundings. This gave a deeper meaning to the characters in the story.
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1) Who created the first photograph? How was this done?
The eldest photograph that we have access to is called "<em>View from the Window at Le Gras</em>" and it is dated around 1826-1827. It was taken by Nicéphore Niépce, a French inventor, in his residence called Le Gras (thus the name of the photo). He used a Camera Obscura (in Latin, dark room), also known as pinhole image, where an image is captured and then projected reversed through a small whole.
2) What is a calotype? What happens in this process?
The photographic process called Calotype (also known as Talbotype). It was created by William Henry Fox Talbot in 1841. This process works by creating a paper negative from which then is created a positive contact print in sunlight.
David Smith was a sculptural artist who specialized in geometric shapes. Smith employed the following geometric forms in his piece Cubi XIX: Cuboid.
<h3>Define geometry.</h3>
The area of mathematics known as geometry is concerned with the dimensions, sizes, angles, and shapes of various objects that we encounter every day. Geometry is derived from two terms in Ancient Greek that mean "measuring" and "Earth," respectively. Both two-dimensional and three-dimensional shapes exist in Euclidean geometry. Two-dimensional objects like triangles, squares, rectangles, and circles are referred to as flat shapes in plane geometry. 3D shapes like a cube, cuboid, cone, etc. are also known as solids in solid geometry. In coordinate geometry, points, lines, and planes are the building blocks of fundamental geometry.
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