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Saturday, May 23, 2020
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Decimolar solution of K4[Fe(CN)6] dissociate by 60% at 27°C. Determine osmotlc pressure in Nature/M2.
A complex is wrltten as M(en)y.xBr. lts 0.05 molar solution shows 2.46 atm osmotlc pressure at 27°C. Assuming 100 % ionisaton and coordination number of metal (iii) is six, complex may be:
The Complex is M(en)y.xBr. and given c= 0.05 M, osmotlc pressure = 2.46 atm and The= 300K.
We know that osmotlc pressure (π)= icRT
Where To is universal gas constant = 0.0821j/mole per K
Then I = π/ cRT = 2.46/0.05×0.0821×300
=2
The vant Hoff facter's is (2) means their is two ions furnish after dissociation of Complex since coordination number is (6) and van't hoff facter is (2) then formula of Complex is :
[M(en)2Br2]Br --> [M(en)2Br2]+ +Br-
A non Stoichiometric oxide of iron represented as Fe_x O_1.0 , contains one Fe+3 for every three Fe+2 ions , then find the value of x is...
Given that one Fe+3 for every Fe+2 and total ions of Fe+3 and Fe+2 is equal to "x" then number of Fe+3 is x/4 and Fe+2 is equal to 3x/4.
Finally we can calculate the value of x by balancing Oxidation state of Compound, given as :
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