When using the cumulative normal distribution table, the area under the curve given is the area to the _____ of that particular z-score. One method of finding the area to the right of a particular z-score, is to use the following: 1 - area to the _____ To find the area _____ two z-scores, we look up the area to the _____ of each value and subtract the smaller area from the larger area. To find the area _____ of two z-scores, we add together the area to the _____ of the smaller z-score with the area to the _____ of the larger z-score.

schlichs6d

schlichs6d

Answered question

2022-08-10

When using the cumulative normal distribution table, the area under the curve given is the area to the _____ of that particular z-score.
One method of finding the area to the right of a particular z-score, is to use the following: 1 - area to the _____
To find the area _____ two z-scores, we look up the area to the _____ of each value and subtract the smaller area from the larger area.
To find the area _____ of two z-scores, we add together the area to the _____ of the smaller z-score with the area to the _____ of the larger z-score.

Answer & Explanation

Favatc6

Favatc6

Beginner2022-08-11Added 17 answers

The mean and standard deviation of standard normal distribution are 0 and 1.
The cumulative normal distribution table shows the area to the left of particular z-score.
Thus, when using the cumulative normal distribution table, the area under the curve given is the area to the left of that particular z-score.
The cumulative normal distribution table shows the area to the left of particular z-score. Thus, the area to the right is obtained by subtracting area to the left from 1.
Thus, one method of finding the area to the right of a particular z-score, is to use the following: 1 - area to the left.
To find the area between two z-scores, we look up the area to the left of each value and subtract the smaller area from the larger area.
To find the area outside of two z-scores, we add together the area to the left of the smaller z-score with the area to the right of the larger z-score.

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