Which term describes a distribution with a specific shape characterized by a normal peak and normal tails?

The term that describes a distribution characterized by a normal peak and normal tails is "Mesokurtic." A Mesokurtic distribution has a kurtosis value that is similar to that of a normal distribution, which means its tails and peak exhibit characteristics akin to those found in the standard bell curve. This indicates that the distribution has a moderate level of peakedness and tail heaviness, aligning closely with the properties of a normal distribution.

In contrast, a Leptokurtic distribution has a sharper peak and heavier tails, indicating a higher probability for extreme values. This suggests that the data may have outliers or be more concentrated in the center compared to the standard normal distribution.

A Platykurtic distribution, on the other hand, displays a flatter peak and lighter tails, indicating that the data is more dispersed and that there are fewer extreme values in comparison to a normal distribution.

Lastly, the term Uniform refers to a distribution where all outcomes are equally likely within a certain range, and it does not exhibit the specific characteristics of a normal distribution or its shape in terms of peak or tails.

Thus, when identifying a distribution that aligns with a standard normal shape, Mesokurtic is the appropriate term to use.