health_equity (2024)

%PDF-1.5%âãÏÓ1 0 obj<>endobj2 0 obj<>stream application/pdf <alt> <li xml:lang="x-default">health_equity</li> </alt> 2017-11-03T13:03-04:00 2017-11-03T13:03-04:00 2017-11-03T13:03-04:00 Adobe Illustrator CC 2017 (Macintosh)

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*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*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  • converted from application/postscript to application/vnd.adobe.illustrator
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  • converted from application/postscript to application/vnd.adobe.illustrator
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    Tìm x , y , z :a, \(\frac{x+z+1}{x}=\frac{z+x+2}{y}=\frac{x+y-3}{z}=\)\(\frac{1}{x+y+z}\)b, 10x = 6y và \(2x^2\)\(-\) \(...
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