Questions: When the right half of a histogram is a mirror image of the left half, the histogram is (Choose one) .
symmetric
unimodal
skewed right
> skewed left
Transcript text: When the right half of a histogram is a mirror image of the left half, the histogram is (Choose one) $\mathbf{\nabla}$.
symmetric
unimodal
skewed right
$>$ skewed left
Solution
Understanding the question
The question asks about the shape of a histogram when the right half is a mirror image of the left half. This describes a specific property of the histogram's distribution.
Analyzing the options
Symmetric: A histogram is symmetric if the left and right sides are mirror images of each other.
Unimodal: A histogram is unimodal if it has one peak, but this does not necessarily imply symmetry.
Skewed right: A histogram is skewed right if the tail on the right side is longer or fatter.
Skewed left: A histogram is skewed left if the tail on the left side is longer or fatter.
Matching the description to the correct option
Since the right half is a mirror image of the left half, the histogram must be symmetric.