Imagine that every elementary school in California is measured on several characteristics and then given an overall Quality Score.  In Los Angeles Unified School District, the schools have an average (mean) quality score of 10.1 with a standard deviation of 2.3.  One school in Los Angeles, Carver Elementary, gets a quality score of 13.2.  In San Francisco Unified School District, the schools have an average (mean) quality score of 9.8 with a standard deviation of 2.4.  One school in San Francisco, Bryant Elementary, gets a quality score of 12.4.  Find the Z-scores for both of these two schools (Carver Elementary in Los Angeles, and Bryant Elementary in San Francisco). Group of answer choices Carver: Z = +0.71 and Bryant: Z = +0.29 Carver: Z = +0.38 and Bryant: Z = -0.30 Carver: Z = +1.35 and Bryant: Z = +1.08 Carver: Z = -0.32 and Bryant: Z = -0.19

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