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8 Cards in this Set
- Front
- Back
Properties of Standard Normal Distribution
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1.Bell Shaped
2.Symmetric around 0 (i.e mu=0) 3.Std.dev or sigma=1 always 4.Total area is 1 or 100% 5.Values are denoted by z's or z-score 6.Has table with area under the curve to the left of a z-score |
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Other imp points
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1.68-95-99.7 rule only gives us area within 3 std.dev of mean but the Std.Norm table gives us an unlimited amount of values.
2.Purpose:use table to find area under any normal curve 3.area under curve=proportion(probability) of observations under the curve. |
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POINT
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Table enntry for z is the area under the std.normal curve to the left of z.
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Table Components
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1.The left column has ones and tenTHS digits of the -score
2. The heading at the top has hundreTHS digits of z score 3. Area (probability) left of a z-score is in the body of the table |
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Two ways to use Std.Normal Table
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Use 1: Given z find area
Use 2: Given area find z |
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Three Types of find area problems
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1.Area to left of z
2. Area to the right of z 3.Area b/w to z's |
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If z score is three of more decimal places
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If so then we either round or we then use a calculator or a software package
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Point
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Z scores tell % of values under the curve and u can find that by multiplying by 100 a z-score.
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