below 0.7, (b) above 0.7, (c) below -0.7, (d

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An education researcher has been studying test anxiety using a particular measure, which she administers to students prior to midterm exams. On this measure, she has found that the distribution follows a normal curve. Using the accompanying normal curve table, what percentage of students have Z scores (a) below 0.7, (b) above 0.7, (c) below -0.7, (d) above -0.7, (e) above 1.60, (f) below 1.60, (g) above 1.03, (h) below -0.88, and (i) above 1.69?
Transcribed Image Text:An education researcher has been studying test anxiety using a particular measure, which she administers to students prior to midterm exams. On this measure, she has found that the distribution follows a normal curve. Using the accompanying normal curve table, what percentage of students have Z scores (a) below 0.7, (b) above 0.7, (c) below -0.7, (d) above -0.7, (e) above 1.60, (f) below 1.60, (g) above 1.03, (h) below -0.88, and (i) above 1.69?
Expert Solution
Step 1
Given that.
 
X~N( 0 , 1 )
 
μ=0  , ?=1 (for standard normal distribution) 
 
Z-score =( x - μ )/?
 
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