• 2022-10-24 问题

    鉴别糖尿病昏迷和低血糖休克最有效的试验是 A: 尿酮体浓度 B: 血液C肽浓度 C: 血糖浓度 D: 血液pH值 E: GHh浓度

    鉴别糖尿病昏迷和低血糖休克最有效的试验是 A: 尿酮体浓度 B: 血液C肽浓度 C: 血糖浓度 D: 血液pH值 E: GHh浓度

  • 2021-04-14 问题

    data:image/png;base64,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

    data:image/png;base64,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

  • 1