*What does Dickens reveal about his characters using dialect?Comparison and Contrast Guide The Comparison and Contrast Guide outlines the characteristics of the genre and provides direct instruction on the methods of organizing, gathering ideas, and writing comparison and contrast essays. Students study how regional dialect is written phonetically by reading a segment of Harris' story, as well as two others, and compare them using the Interactive Venn Diagram.*

*What does Dickens reveal about his characters using dialect?Comparison and Contrast Guide The Comparison and Contrast Guide outlines the characteristics of the genre and provides direct instruction on the methods of organizing, gathering ideas, and writing comparison and contrast essays. Students study how regional dialect is written phonetically by reading a segment of Harris' story, as well as two others, and compare them using the Interactive Venn Diagram.*

Introducing Ideas and Vocabulary with the Concept Sort A Concept Sort is a vocabulary and comprehension strategy used with students to introduce new topics and/or familiarize students with new vocabulary.

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Long recognized for their pedagogical value, Venn diagrams have been a standard part of the curriculum of introductory logic since the mid-20th century. Because the conclusion is represented by the shading in the intersection of G and I, the syllogism is valid.

Venn introduced the diagrams that bear his name as a means of representing relations of inclusion and exclusion between classes, or sets. To diagram the second premise of the second example—which, because it is universal, must be diagrammed first—one shades the part of M (“mammals”) that does not intersect A (“animals”).

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categorical propositions and testing the validity of categorical syllogisms, devised by the English logician and philosopher John Venn (1834–1923). To diagram the premises of the first syllogism, one shades the part of G (“Greeks”) that does not intersect H (“humans”) and the part of H that intersects I (“immortal”).

“No S are P,” the universal negative, is represented by shading the intersection of S and P; “Some S are P,” the particular affirmative, is represented by placing an categorical conclusion.

A common practice is to label the circles with capital (and, if necessary, also lowercase) letters corresponding to the subject term of the conclusion, the predicate term of the conclusion, and the middle term, which appears once in each premise.

Venn diagrams consist of two or three intersecting circles, each representing a class and each labeled with an uppercase letter. To diagram the first premise, one places an in Sa (“sages”) on that part of the boundary of So that does not adjoin a shaded area, which by definition is empty.

Lowercase Two-circle Venn diagrams are used to represent categorical propositions, whose logical relations were first studied systematically by Aristotle. In this way one indicates that the Sa that is not an Se may or may not be an So (the sage that is not a seer may or may not be a soothsayer).

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