Problem

Classify the book-count histogram with equal-width bins \([0,2)\), \([2,4)\), \([4,6)\), \([6,8)\), and \([8,10)\) and counts \(2\), \(5\), \(8\), \(5\), and \(2\). 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 book-count bins [0,2),[2,4),[4,6),[6,8),[8,10) with counts 2,5,8,5,2? No requested comparison or classification is annotated.

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modality=unimodal, modal bin=[4,6) count8; skew=left-skewed; uniformity=not uniform; gaps=none; evidence=paired counts2,5,8,5,2 are treated as a left tail

modality=unimodal, modal bin=[4,6) count8; symmetry=not symmetric; uniformity=not uniform; gaps=none; evidence=a tallest center bin is treated as disproving symmetry

modality=unimodal, modal bin=[4,6) count8; symmetry=roughly symmetric; uniformity=not uniform; gaps=none; evidence=paired counts2,5 mirror5,2 around the central peak8

modality=unimodal, modal bin=[4,6) count8; skew=right-skewed; uniformity=not uniform; gaps=none; evidence=paired counts2,5,8,5,2 are treated as a right tail

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Classify the book-count histogram with equal-width bins \([0,2)\), \([2,4)\), \([4,6)\), \([6,8)\), and \([8,10)\) and counts \(2\), \(5\), \(8\), \(5\), and \(2\). Report its modality and modal bin, symmetry or skew, uniformity, gaps, and supporting count evidence.

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