Problem

Classify the histogram with equal-width nonoverlapping bins \([0,10)\), \([10,20)\), and \([20,30)\) and counts \(6\), \(3\), and \(1\). Report its modality and modal bin, symmetry or skew, uniformity, gaps, and supporting count evidence.

Source statistical display: Which complete classification correctly describes equal-width nonoverlapping histogram bins [0,10),[10,20),[20,30) with counts 6,3,1? No requested comparison or classification is annotated.

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modality=unimodal, modal bin=[0,10) count6; skew=right-skewed; uniformity=not uniform; gaps=none; evidence=frequencies decrease6→3→1 toward higher values, forming right tail

modality=all bins tied; skew=none; uniformity=uniform; gaps=none; evidence=counts6,3,1 are treated as equal

modality=unimodal, modal bin=[0,10) count6; symmetry=roughly symmetric; uniformity=not uniform; gaps=none; evidence=counts6,3,1 are treated as balanced

modality=unimodal, modal bin=[0,10) count6; skew=left-skewed; uniformity=not uniform; gaps=none; evidence=declining counts6→3→1 toward higher values are treated as a left tail

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Classify the histogram with equal-width nonoverlapping bins \([0,10)\), \([10,20)\), and \([20,30)\) and counts \(6\), \(3\), and \(1\). Report its modality and modal bin, symmetry or skew, uniformity, gaps, and supporting count evidence.

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