docs: update education/statistics/random-variable
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title: 隨機變數 (Random Variable)
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description:
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published: true
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date: 2025-12-29T05:55:06.070Z
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date: 2025-12-29T05:56:48.006Z
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tags:
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editor: ckeditor
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dateCreated: 2025-12-28T16:41:51.938Z
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@@ -35,7 +35,6 @@ dateCreated: 2025-12-28T16:41:51.938Z
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<figure class="image"><img src="data:image/png;base64,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 truncated
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<p> </p>
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<p><span style="font-family:Arial, Helvetica, sans-serif;">What if random variable X and Y have linear relationship, that is</span></p>
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<p> </p>
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<figure class="image"><img src="data:image/png;base64,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"></figure>
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<figure class="image"><img src="data:image/png;base64,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 truncated
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Reference in new issue
Block a user