Exercise: Summarizing sources (APA)

Read each of the following passages. Then decide which of the two summaries below each passage is accurate and complete in APA style.

Click Submit after each question to see feedback and to record your answer. If your instructor has assigned this exercise set, you must answer every question before your answers will be submitted to the gradebook.

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Question

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