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Reasoning

Classical Argument

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Outline for a Classical Argument Outline for a Rogerian Argument Introduction Capture the audience?s attention. Urge the audience to consider the case you will present. Statement of Background Narrate or explain the key events in your case. Provide information so that your audience will understand. Proposition State the position you are taking and indicate the direction your argument will proceed. Proof This is the heart of the argument. Discuss the reasons for your position and cite evidence for support. Refutation Anticipate and refute opposing views. This strengthens your argument and demonstrates your thorough knowledge of the issue. Conclusion Summarize your most important points. Make a final appeal for a change in attitude or a call to action.

Arrangement of Argument

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Arrangement AP Lang & Comp Mrs. Brubaker Name __________________________________ Another element of rhetoric is the organization of a piece, what classical rhetoricians called ?arrangement.? Whether you?re analyzing a text or writing your own, consider how the essay and its individual paragraphs or sections are arranged. Is the text organized in the best possible way in order to achieve its purpose? An essay always has a beginning, middle and end: an introduction, developmental paragraphs of the body, and conclusion. But HOW a writer structures the argument within that framework depends upon his intended purpose and effect. In the following sections, we?ll look at a formal classical model of arrangement; then we?ll examine rhetorical patterns of development.

Inference Tests

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GIVEN INFORMATION CONDITIONS H0 TEST STATISTIC CONFIDENCE INTERVAL 1- Proportion Z-Test assume SRS 10n < population H0: Use instead of for conditions 2- Proportion Z-Test assume SRS independent samples 10n1 < population 10n2 < population H0: Use , instead of pc for conditions GIVEN INFORMATION CONDITIONS H0 TEST STATISTIC Goodness of Fit Test Observed counts assume SRS all expected counts >1 no more than 20% of expected counts < 5 SHOW EXPECTED COUNTS H0: The sample distribution is the same as the population distribution df = (# proportions ? 1) Test of Independence 2-way table same conditions as GOF Expected Counts = H0: The two variables are independent or
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