te the lattice energy for LiF(s) given the following:
sublimation energy for Li(s) |
+166 kJ/mol |
∆Hf for F(g) |
+77 kJ/mol |
first ionization energy of Li(g) |
+520. kJ/mol |
electron affinity of F(g) |
–328 kJ/mol |
enthalpy of formation of LiF(s) |
–617 kJ/mol |
A. |
none of these |
|
B. |
–650. kJ/mol |
|
C. |
285 kJ/mol |
|
D. |
800. kJ/mol |
|
E. |
1052 kJ/mol |
We know that
enthalpy of formation of LiF(s) = sublimation energy for Li(s) + first ionization energy of Li(g) + ∆Hf for F(g)
+ electron affinity of F(g) + lattice energy for LiF(s)
So lattice energy for LiF(s)
= enthalpy of formation of LiF(s)-( sublimation energy for Li(s) + first ionization energy of Li(g) + ∆Hf for F(g)
+ electron affinity of F(g) )
= -617 -(+166 +520 +77 +(-328))
= -1052 kJ/mol ( -ve sign indicates that heat is released)
So the lattice energy is 1052 kJ/mol
Therefore option (E) is correct
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