A 32-year-old woman presents to the ambulatory care clinic reporting four days of frequent, large-volume, watery stools after returning from an international trip. During the interview, she is noticeably distressed and pacing the room. She states she is terrified of acquiring a severe parasitic infection and has been breathing rapidly for the past hour. Physical examination reveals dry mucous membranes and hyperactive bowel sounds. Vital signs include a heart rate of , blood pressure of , and respiratory rate of . Laboratory results are as follows:
Serum sodium:
Serum potassium:
Serum chloride:
Serum bicarbonate:
Arterial blood gas (room air):
pH:
:
Which of the following best characterizes this patient's current acid-base status?
- Mixed normal anion gap metabolic acidosis and primary respiratory alkalosisCevap
- BAppropriately compensated normal anion gap metabolic acidosis
- CMixed high anion gap metabolic acidosis and primary respiratory alkalosis
- DMixed normal anion gap metabolic acidosis and primary respiratory acidosis
- EPrimary respiratory alkalosis with appropriate metabolic compensation
Cevap
Mixed normal anion gap metabolic acidosis and primary respiratory alkalosis
The correct answer accurately synthesizes all steps of the acid-base algorithm. The pH is 7.38 (primary acidosis). The low bicarbonate (12 mEq/L) identifies the acidosis as metabolic. The anion gap is 10 mEq/L, defining it as a normal anion gap (hyperchloremic) metabolic acidosis, consistent with bicarbonate loss from diarrhea. Finally, applying Winter's formula yields an expected pCO2 of 24 to 28 mm Hg. The patient's actual pCO2 of 21 mm Hg is significantly lower than this range, indicating she is hyperventilating beyond what is required for compensation. This confirms a superimposed primary respiratory alkalosis, clinically correlating with her acute distress and tachypnea.
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Anahtar Kavram
Diagnosis of mixed acid-base disorders requires sequential analysis: determining the primary disorder via pH, calculating the anion gap, and verifying respiratory compensation using Winter's formula.