<u>Form</u> is a feature that applies to objects that are three-dimensional (3-D) in nature and has height, width, and depth.
Form can be defined as an element of art that is typically enclosed in a space.
Basically, form is a three-dimensional (3-D) geometrical figure because it shows three-dimensions, which include:
This ultimately implies that, the three-dimensional (3-D) parameters that makes up form are height (length), width (breadth) and depth.
In conclusion, <u>form</u> as an element of art is a feature that applies to objects that are three-dimensional (3-D) in nature and has height, width, and depth.
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The first option, or option "A," is the answer among the possibilities provided in the question.
Who is Thomas Paine?
Thomas Paine was an England-born political philosopher and writer who supported revolutionary causes in America and Europe. Published in 1776 to international acclaim, “Common Sense” was the first pamphlet to advocate American independence.
The most prominent example of a rhetorical appeal used by Thomas Paine in this passage is "Diction," one of the options listed in the inquiry.
Question :
Read this excerpt from Common Sense: Wherefore, since nothing but blows will do, for God's sake, let us come to a final separation, and not leave the next generation to be cutting throats, under the violated unmeaning names of parent and child. Which is the most prominent kind of rhetorical appeal Thomas Paine uses here?
A.Diction
B.Parallelism
C.Pathos
D.Ethos
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An Envision geometry 9-1 additional practice is known to be a textbook that covers topics in geometry such as polygons, shapes, etc.
<h3>What is the enVision Geometry about?</h3>
This is known to be a textbook that is made up of Solutions and and answers to geometry questions.
The use of enVision Geometry includes is one that provides students with exercises, process step by step of solving geometry cases.
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Answer:
how astronomers explain the way the universe began. It is the idea that the universe began as just a single point, then expanded and stretched to grow as large as it is right now—and it is still stretching!
Explanation:
how astronomers explain the way the universe began
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