Percentage of scores falling above a z of 67 Percentage of s

Percentage of scores falling above a z of .-67
Percentage of scores falling above a z of .-67

Solution

Using a table/technology, the left tailed area of this is          
          
P(z <   -0.67   ) =    0.251428895

Thus, the right tailed area is          

P(z>   -0.67   ) =    0.748571105 = 74.86% [ANSWER]

 Percentage of scores falling above a z of .-67 Percentage of scores falling above a z of .-67SolutionUsing a table/technology, the left tailed area of this is

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