Respuesta :
Utilize the standard normal curve to calculate probability as follows:
(A) Go to the row that contains the first two digits of your z score.
(B) Go to the column with the third digit of your z-score.
(C) Find the value at the row and column intersection of the previous stages.
What is a standard normal curve?
The horizontal axis is approached by the standard normal curve as it stretches continuously in both directions without ever being touched by it.
The center of the bell-shaped, z=0 standard normal curve.
Between z=3 and z=3, almost the entire region under the standard normal curve is located.
Find the z-score of the data value and use a Z-Score Table to find the area under the normal curve in question.
A Z-Score Table is a chart that displays the percentage of values (or area percentage) on a standard normal distribution that is to the left of a specified z-score.
To determine probability, use the ordinary normal distribution.
(A) Go to the row that has your z score's first two digits.
(B) Cross over to the column that has your z score as the third digit.
(C) Find the value at the point where the preceding steps' row and column overlap.
Therefore, utilize the standard normal distribution to calculate probability as follows:
(A) Go to the row that contains the first two digits of your z score.
(B) Go to the column with the third digit of your z-score.
(C) Find the value at the row and column intersection of the previous stages.
Know more about the standard normal curve here:
https://brainly.com/question/6758792
#SPJ4
