What z- score value represents the middle 90% of the value in a normal distribution?
middle 90% of the value in a normal distribution
pink area = 90% =0.90
left white area= 5%=0.05
right white area= 5%=0.05
we know that
"Z_{0.0505}=-1.64\\\\\nand\\\\\nZ_{0.0495}=-1.65\\\\\nthen \\space average \n\\\\\nZ_{0.05 \\space left}=-1.645\\\\\nso\\\\\nZ_{0.05 \\space right}=+1.645\\\\"
so we write
z- score value represents the middle 90% of the value in a normal distribution
-1.645 to +1.645
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