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Serum Osmolarity = 2 [Na] + [Glucose] + [BUN] (if all in mmol/L) OR
Serum Osmolarity = 2 [Na] + [Glucose]/18 + [BUN]/2.8 (if glucose and BUN are in mg/dl)
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What is the osmolarity of 50mM of glucose?
To calculate the osmolarity of a solution containing 50mM of glucose, you'll need to consider the number of particles in solution. Glucose does not dissociate into multiple particles in solution, so its osmolarity is equivalent to its molarity. Therefore, the osmolarity of a 50mM glucose solution would be 50 mOsm/L.
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What is the osmolarity of a solution containing 30mM NaCl 120mM KCL and 5 mM Ca CL2?
To calculate osmolarity, you need to consider the contribution of each solute to the total osmolarity. In this case, the osmolarity would be the sum of the osmolarity of NaCl, KCl, and CaCl2. NaCl: 30mM = 30mOsm/L, KCl: 120mM = 120mOsm/L, CaCl2: 5mM = 10mOsm/L (since CaCl2 dissociates into 3 ions). So, the total osmolarity would be 30 + 120 + 10 = 160 mOsm/L.
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Captain America is a fictional super-hero. There is no super-serum. Sorry.
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What is the last 39 clues clue?
The last clue is the serum formula.
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Not a clue, but the serum formula of all the clues combined.
Connection between plasma osmolarity and total body water in mathematical equation terms?
Plasma osmolarity is directly related to the total body water through the formula: Plasma Osmolarity = 2 * ([Na+] + [K+]) + (Glucose/18) + (BUN/2.8), where [Na+] is sodium concentration, [K+] is potassium concentration, Glucose is blood glucose concentration, and BUN is blood urea nitrogen concentration. This equation illustrates how changes in the concentrations of these components impact plasma osmolarity, reflecting their relationship with total body water.
