Asked by Amanjot singh on Jul 20, 2024
Verified
Heights of adult women attending a concert.
A) The distribution would likely be unimodal and symmetric.The average height of women at the concert will be about the same as the median height.The distribution will likely be symmetric,since there are some women who are taller than average and some that are shorter.
B) The distribution would likely be uniform,with the heights of women evenly distributed.
C) The distribution would likely be unimodal and slightly skewed right.The average height of women at the concert will be about the same as the median height.The distribution will likely be slightly skewed right,since there are more women who are tall than short.
D) The distribution would likely be bimodal and slightly skewed left.The average height of shorter women will be at one mode,and the average height of taller women at the other mode.The distribution will likely be slightly skewed left,since there are more women who are short than tall.
E) The distribution would likely be bimodal and slightly skewed right.The average height of shorter women will be at one mode,and the average height of taller women at the other mode.The distribution will likely be slightly skewed right,since there are more women who are tall than short.
Unimodal
A distribution with a single peak or mode.
Skewed
Describes a distribution that is not symmetrical, with data points clustering more on one side of the mean than the other.
Symmetric
In mathematics, describing a shape or system that is identical in form on both sides of a central axis.
- Understand the concepts of bimodal, unimodal, symmetric, and skewed distributions and their implications.
Verified Answer
AM
Aniyah MartinezJul 24, 2024
Final Answer :
A
Explanation :
The distribution of heights of adult women attending a concert is likely to be unimodal and symmetric because there are women who are taller than average and some that are shorter. The average height of women will be about the same as the median height.
Learning Objectives
- Understand the concepts of bimodal, unimodal, symmetric, and skewed distributions and their implications.