What is the Lewis dot structure for HOFO

What is the Lewis dot structure for HOFO?

The correct answer and explanation is :

Sure! Let’s go through it carefully:


Lewis Structure for HOFO:

The molecule HOFO (hypofluorous acid) can be drawn as:

H–O–F=O

Here’s the breakdown:

  • Hydrogen (H) is bonded to an oxygen (O).
  • That oxygen is bonded to a fluorine (F).
  • The fluorine is double bonded to another oxygen (O).

Step-by-Step Explanation:

  1. Count total valence electrons:
  • H: 1 electron
  • O: 6 electrons × 2 = 12 electrons
  • F: 7 electrons
  • Total = 1 + 12 + 7 = 20 valence electrons.
  1. Sketch the skeleton structure:
  • H always forms one bond, so it must be connected to O.
  • F usually forms one bond (very electronegative, prefers single bond).
  • Remaining O can form double bonds. A logical starting skeleton: H–O–F–O.
  1. Connect atoms with single bonds first:
    Each single bond uses 2 electrons:
  • H–O bond → 2 electrons
  • O–F bond → 2 electrons
  • F–O bond → 2 electrons
    → 3 bonds × 2 = 6 electrons used.
  1. Distribute the remaining electrons:
    20 – 6 = 14 electrons left.
  • Start filling outer atoms’ octets (especially F and O).
  1. Adjust to satisfy octet rule:
    Fluorine prefers a single bond, so the bond between F and O must be a single bond.
    The second oxygen (the one after F) would prefer to complete its octet via a double bond with F. Corrected structure:
   H–O–F=O
  1. Final check:
  • H: 2 electrons (1 bond) → full for hydrogen.
  • First O: 2 bonds (H and F) + 2 lone pairs → 8 electrons.
  • F: 1 bond (single) + 3 lone pairs → 8 electrons.
  • Second O: 1 double bond + 2 lone pairs → 8 electrons.

Why this structure is correct:

  • Formal charges are minimized:
  • Hydrogen: 0
  • Oxygen: 0
  • Fluorine: 0
  • F, being highly electronegative, avoids extra bonds.
  • O can form double bonds, satisfying octet.

Thus, the Lewis structure for HOFO is:

H–O–F=O

where every atom satisfies its octet (or duet for hydrogen), and the molecule is neutral with formal charges close to zero.


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