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This image chart sample was drawn on the base of data from the website of the Office of Information Management and Analysis of the University of Texas at Austin.
"Undergraduate tuition and fees are based on 30 credit hours enrolled per academic year or full-time tuition as defined by the institution."
[utexas.edu/ tuition/ attach/ 2013-14_ NCG_ Tuition_ and_ Fees_ Table_ 20131122.pdf]
"Tuition payments, known primarily as tuition in American English and as tuition fees in British English, Canadian English, Australian English, New Zealand English and Indian English, refers to a fee charged for educational instruction during higher education.
Tuition payments are charged by educational institutions in some countries to assist with funding of staff and faculty, course offerings, lab equipment, computer systems, libraries, facility upkeep and to provide a comfortable student learning experience. In most countries, especially in non-English-speaking countries, there are no or only nominal tuition fees for all forms of education, including university and other higher education." [Tuition payments. Wikipedia]
The picture graph example "Resident undergraduate tuition and fees at national comparison group institutions, academic year 2013-14" was created using the ConceptDraw PRO diagramming and vector drawing software extended with the Picture Graphs solution from the Graphs and Charts area of ConceptDraw Solution Park.
www.conceptdraw.com/ solution-park/ charts-picture-graphs
Pictorial chart
Pictorial chart,
This sentence diagram example was redesigned from the Wikipedia file: Examples of Reed-Kellogg diagrams.jpg.
[en.wikipedia.org/ wiki/ File:Examples_ of_ Reed-Kellogg_ diagrams.jpg]
This file is licensed under the Creative Commons Attribution-Share Alike 3.0 Unported license. [creativecommons.org/ licenses/ by-sa/ 3.0/ deed.en]
"Most methods of diagramming in pedagogy are based on the work of Alonzo Reed and Brainerd Kellogg in their book Higher Lessons in English, first published in 1877, though the method has been updated with recent understanding of grammar. Reed and Kellogg were preceded, and their work probably informed, by W. S. Clark, who published his "balloon" method of depicting grammar in his 1847 book A Practical Grammar: In Which Words, Phrases & Sentences are Classified According to Their Offices and Their Various Relationships to Each Another.
Some schoolteachers continue to use the Reed-Kellogg system in teaching grammar, but others have discouraged it in favor of more modern tree diagrams. However, these modern tree structures draw on techniques that were already present in Reed-Kellogg diagrams. Reed and Kellogg defend their system in the preface to their grammar:
The Objections to the Diagram. - The fact that the pictorial diagram groups the parts of a sentence according to their offices and relations, and not in the order of speech, has been spoken of as a fault. It is, on the contrary, a merit, for it teaches the pupil to look through the literary order and discover the logical order. He thus learns what the literary order really is, and sees that this may be varied indefinitely, so long as the logical relations are kept clear.
The assertion that correct diagrams can be made mechanically is not borne out by the facts. It is easier to avoid precision in oral analysis than in written. The diagram drives the pupil to a most searching examination of the sentence, brings him face to face with every difficulty, and compels a decision on every point.
These statements bear witness to the fact that Reed-Kellogg diagrams abstract away from actual word order in order to focus more intently on how words in sentences function and relate to each other." [Sentence diagram. Wikipedia]
The examples of Reed-Kellogg diagrams was created using the ConceptDraw PRO diagramming and vector drawing software extended with the Language Learning solution from the Science and Education area of ConceptDraw Solution Park.
www.conceptdraw.com/ solution-park/ science-education-language-learning
Sentence diagram
Sentence diagram, subject-verb relationship , modifier, modifier, modifier, predicate, indirect object , modifier, subject-verb relationship , direct object, modifier, modifier, modifier, modifier

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