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This announcement conveys the grant of an extension for the CPR assignment with a new due date of Tuesday, Nov. 2, by 11:59 PM. The decision was made due to the heavy requirements coinciding with midterm schedules, providing students with a full two weeks to prepare. It is essential to consult the syllabus regularly for updates on major assignments. Additionally, instructions on the "norming" process for grading CPRs are included, emphasizing the importance of adhering to the provided grading rubric and requirements.
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English Comp Week 10 jorgegomez
Extension for CPR • I have decided to grant an extension for the CPR. • New due date: • Tuesday, Nov 2, 11:59pm • Reason: its heavy requirements under “midterm time” • You will have had two full weeks by then to have worked on it. • *REMEMBER to ALWAYS check the syllabus to be UP-TO-DATE on incoming MAJOR assignments
“Norming” of Sample CPRs • Download the CPR Assignment (Blackboard) • Download the CPR samples (PBWorks Homepage) • How norming works: • Individual student grades the paper according to the rubric and its sections • Scores are tallied and papers are issued an overall grade • Group consensus is reached on the ideal grade for each section through reasoning/evidence (logos) • Purposes: to provide “exemplary,” “average”, and “inadequate” models of CPR papers • to provide familiarity with the CPR grading rubric
Remember the CPR Requirements • 4-6 pages long (INCLUDING abstract, NOT including title page or references pages) • One to two visual aids • 7-10 Diverse, Reliable Sources
Point System for Each Section • Focusing on reporting on the issue as opposed to inserting unfounded and distracting opinion • A = 20 pts • B = 15 • C = 10 • D = 5 • F = 2 • Quality and Use of Sources (weaving scholarly, reliable into one’s writing) • A = 25 pts • B = 20 • C = 15 • D = 10 • F = 5 • Diversity and Quantity of Sources • A = 15 pts • B = 12 • C = 7 • D = 5 • F = 2 • Fluency • A = 25 pts • B = 20 • C = 15 • D = 10 • F = 5 • APA Format • A = 15 pts • B = 12 • C = 7 • D = 5 • F = 2