Asked by Anonymous
                i need some help with this i don't even know where to begin 
A solution of 62.4 g of insulin in enough water to make 1.000 L of solution has an osmotic pressure of 0.305 atm at 25°C. Based on these data, what is the molar mass (MW) of insulin (g/mol)? (Which is the best answer below?)
a)621
b)5000
c)7570
d)71,900
You can start with the relationship of osmatic pressure to molarity.
            
        A solution of 62.4 g of insulin in enough water to make 1.000 L of solution has an osmotic pressure of 0.305 atm at 25°C. Based on these data, what is the molar mass (MW) of insulin (g/mol)? (Which is the best answer below?)
a)621
b)5000
c)7570
d)71,900
You can start with the relationship of osmatic pressure to molarity.
Answers
                    Answered by
            Jason
            
    You can use the known value of osmotic pressure (0.305 atm) to solve the equation pi=i(MRT) where (i) is Van 't Hoff factor (1 since insulin is not ionic) R is the constant 0.0821 L atm / K mol, and T is temperature in Kelvin.  So solving you get:
0.305=1(0.08206)(298)
0.305=24.466M
M=0.125
since Molar mass is g/mol.
62.4g/0.012472mol= 5003g/mol or round to 5000g/mol inslulin
So answer is B 5000
    
0.305=1(0.08206)(298)
0.305=24.466M
M=0.125
since Molar mass is g/mol.
62.4g/0.012472mol= 5003g/mol or round to 5000g/mol inslulin
So answer is B 5000
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