19.5 g of CH2FCOOH is dissolved in 500 g of
water. The depression in the freezing point of water observed is 1.00 C.
Calculate the van’t Hoff factor and dissociation constant of fluoroacetic acid.
Solution:
Given values in
problem
Use the formula
of molar mass, to get observed mass we get
After
calculation we get observed mass
M2 =
72.54 g mol -1
Real molar mass
of CH2FCOOH = 14 + 2+17 ++12
+16+16+1 = 78 g mol – 1
Hence, van’t Hoff factor, I = M2
(calculated)/ M2 (Observed)
=
78/72.54 = 1.0753
Let α is the
degree of dissociation of CH2FCOOH
Number of mole
of CH2FCOOH
Number of moles
=19.5/78 = 0.25 moles
Volume of CH2FCOOH
in liter = 500 / 1000 = 0.5 liter
Now use the formula
Plug the value we get
(our molarity is C )
C = 0.25/05 = 0.5 M
Solutions
Ka =
0.00307 = 3.07 × 10 -3
I = 0.0753
Awesome Sir.
ReplyDeleteVery Nice
ReplyDelete∆Tf value in question deegre Celsius but in answer are show in Kelvin why?
ReplyDeleteIf change in kelvin then 274 k value use
Thankyou very much
ReplyDeleteHow kf is 1.86?
ReplyDeleteBecause the freezing point of water is 1.86
DeleteIt's a fixed value for, Kf of H2O = 1.86.
ReplyDeleteWhy don't you change 1 degree Celsius into 237 kelvin
ReplyDeleteDifference in Celsius and in Kelvin is same
DeleteSuppose initial temp x℃ final y℃
Difference y-x
In kelvin initial temp x+273 K final y+273 K
Difference y+273-x-273
=y-x
Answer is wrong as tf should be taken as 274k, it's NCERT ch2 question 33 check the answer please
ReplyDeleteIt can't be coz ∆tf is difference in temperature so wheathein k or c the difference is same
Deletesuperb sir
ReplyDelete