describe how you constructed the curve and discuss its features. the normal distribution curve is centered…
describe how you constructed the curve and discuss its features. the normal distribution curve is centered at and has 2 points of inflection, representing $mu - sigma$, and representing $mu+sigma$. (type integers or decimals.)
Answer
Explanation:
Step1: Recall normal - distribution properties
The normal - distribution curve is symmetric about the mean $\mu$. So it is centered at $\mu$.
Step2: Recall inflection - point properties
The points of inflection of a normal - distribution curve are at $x=\mu-\sigma$ and $x = \mu+\sigma$.
Answer:
The normal distribution curve is centered at $\mu$ and has 2 points of inflection, $\mu - \sigma$ representing $\mu-\sigma$, and $\mu+\sigma$ representing $\mu+\sigma$.