Question #76806

1 Answer
Feb 2, 2016

Because of the lone pairs of electrons present on the oxygen atom.

Explanation:

Oxygen difluoride, #"OF"_2#, is a polar molecule because it has a bent molecular geometry.

This molecular geometry ensures that the dipole moments associated with the oxygen - fluoride bonds do not cancel each other out to produce a nonpolar molecule.

To see why this is the case, draw the molecule's Lewis structure. The molecule will have a total of #20# valence electrons

  • #6# from the oxygen atom
  • #7# from each of the two fluorine atoms

The oxygen atom will take the role of central atom, forming single bonds with the two fluoride atoms. These bonds will account for #4# of the molecule's #20# valence electrons.

The resulting #16# electrons will be placed as lone pairs

  • three lone pairs on each fluorine atom
  • two lone pairs on the oxygen atom

http://www.funnelbrain.com/c-3778-lewis-structure-for-oxygen-difluoride.html

Now, it is very important to realize the Lewis structures are not meant to to convey molecular geometry!

In order to find the molecule's geometry, you count the regions of electron density that surround the central atom - these will give you the atom's steric number.

Regions of electron density are bonds to other atoms (here single, double, or triple bonds count as one region) and lone pairs of electrons.

In your case, the central oxygen atom is bonded to two other atoms and is surrounded by two lone pairs #-># it has a steric number equal to #4#.

According to VSEPR Theory, this corresponds to an #"AX"_2"E"_2# molecular geometry, which is characteristic of a bent molecule.

http://www.chemthes.com/entity_datapage.php?id=3507

Now, the difference in electronegativity between fluorine and oxygen ensures that the two #"O"-"F"# bond are polar. The bent molecular geometry will cause the two dipole moments to add to each other.

The result will be the formation of a permanent dipole moment, and thus a polar molecule

http://chemistry.stackexchange.com/questions/25110/what-is-the-geometrical-structure-of-of%E2%82%82