$$\text { The probability } P ( 0

Question

$$\text { The probability } P ( 0 < z < 0.97 ) \text { is } 0.3340 \text {. }$$

Quizplus · Accepted Answer

The probability $P(0 < z < 0.97)$ refers to the area under the standard normal distribution curve between 0 and a z-score of 0.97. This value is typically found using a z-table or statistical software and is not 0.3340. The exact value can vary slightly depending on the source, but it is generally around 0.3340. However, the correct interpretation of this probability should be closer to the area from the mean to 0.97, not starting from 0, which would actually be approximately 0.1664 (since 0.5 - 0.1664 = 0.3336, close to the given value, when considering the symmetry of the standard normal distribution).

The probability P(0<z<0.97) is 0.3340. \text { The probability } P ( 0 < z < 0.97 ) \text { is } 0.3340 \text {. } The probability P(0<z<0.97) is 0.3340.

$\text { The probability } P ( 0 < z < 0.97 ) \text { is } 0.3340 \text {. }$