Q:

Determine the situation that best describes a normal distribution. answer choicesa.heights of students in a classb.prices of shirts during a salec.grades of students on an easy testd.cost of houses during inflation

Accepted Solution

A:
we know that normal distributions:a function that represents the distribution of many random variables as a symmetrical bell-shaped graphIt is a very common continuous probability distributionwe know that heights of students in any class is continuous because it can be any real numbersso, option-A..........Answer