For each of the following z-score locations, use the Standard Normal Distributio
ID: 3048295 • Letter: F
Question
For each of the following z-score locations, use the Standard Normal Distribution tool to determine whether the tail is on the right or left side of the line and to find the proportion in the tail Standard Normal Distribution Mean = 0.0 Standard Deviation = 1.0 5000 5000 -4 -3 -2 -1 4 0.0000 For z =-1.00, the tail is to the , and the proportion in the tail is p = For z =-1.60, the tail is to the , and the proportion in the tail is p = For z- 1.40, the tail is to the , and the proportion in the tail is p = For z =-0.40, the tail is to the , and the proportion in the tail is p =Explanation / Answer
1) For Z = -1, the tail is to the left side, and the proportion in the tail is p =0.5-0.3413 =0.1587
2) For Z =-1.6, the tail is to the left side, and the proportion in the tail is p =0.5 - 0.4452 = 0.0548
3) For Z = 1.40, the tail is to the right side, and the proportion in the tail is p =0.5 -0.4192 =0.0808
4) For Z =-0.40, the tail is to the left side, and the proportion in the tail is p =0.5 - 0.1554 = 0.3446
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