The $z$ value such that the area to the left of $z$ is 0.05 is located to the left of zero on the $z$-axis.

Name: The $z$ value such that the area to the left of $z$ is 0.05 is located to the left of zero on the $z$-axis.
Brand: Quizplus
Rating: 4.9 (40 reviews)

Question

Quizplus · Accepted Answer

The area to the left of a $z$ value represents the cumulative probability from the left tail of the standard normal distribution. A $z$ value with an area of 0.05 to its left is in the lower 5% of the distribution, which is to the left of the mean (zero) on the $z$-axis.

The zzz Value Such That the Area to the Left Of zzz

The $z$ Value Such That the Area to the Left Of $z$