Draw the Lewis structure of SeOF2 (by following the octet rule on all atoms) and then determine the ideal bonding angle(s) of the central atom.

Draw the Lewis structure of SeOF2 (by following the octet rule on all atoms) and then determine the ideal bonding angle(s) of the central atom. 90° and 120° B) 109.59° C) 60° D) 45° 90°

The Correct Answer and Explanation is:

To draw the Lewis structure of SeOF2 (selenium oxyfluoride) and determine the ideal bonding angle(s) for the central atom, we can follow these steps:

Step 1: Count the valence electrons

  • Selenium (Se) is in Group 16, so it has 6 valence electrons.
  • Oxygen (O) is also in Group 16, so it has 6 valence electrons.
  • Fluorine (F) is in Group 17, and each fluorine atom has 7 valence electrons. Since there are two fluorine atoms, the total for fluorine is 2×7=142 \times 7 = 142×7=14 electrons.

Thus, the total number of valence electrons for SeOF2 is: 6(from Se)+6(from O)+14(from F2)=26 valence electrons6 (\text{from Se}) + 6 (\text{from O}) + 14 (\text{from F2}) = 26 \text{ valence electrons}6(from Se)+6(from O)+14(from F2)=26 valence electrons

Step 2: Draw the skeletal structure

  • Selenium is the central atom, as it is less electronegative than oxygen or fluorine.
  • Oxygen will be bonded to selenium, and fluorine will be bonded to selenium. We use single bonds to connect these atoms.

Step 3: Distribute electrons

  • Each Se-F bond will use 2 electrons, and each Se-O bond will also use 2 electrons. So far, we’ve used:

2×2(for two Se-F bonds)+2×1(for Se-O bond)=6 electrons.2 \times 2 (\text{for two Se-F bonds}) + 2 \times 1 (\text{for Se-O bond}) = 6 \text{ electrons}.2×2(for two Se-F bonds)+2×1(for Se-O bond)=6 electrons.

This leaves us with 26−6=2026 – 6 = 2026−6=20 electrons to distribute.

  • Place lone pairs on the oxygen and fluorine atoms. Oxygen will need 6 electrons to complete its octet, and each fluorine will need 6 electrons to complete its octet. Distributing the remaining 20 electrons:
    • Oxygen gets 6 electrons in the form of three lone pairs.
    • Each fluorine gets 6 electrons in the form of three lone pairs.

Thus, the Lewis structure looks like this:

rCopyEdit   F
   |
Se--O
   |
   F

Step 4: Determine the molecular geometry and bond angles

  • The central atom, selenium, has three regions of electron density: one from the Se-O bond and two from the Se-F bonds.
  • To minimize electron repulsion, the geometry of the molecule will adopt a trigonal pyramidal shape. This shape typically has bond angles close to 90° and 120° but slightly distorted due to the lone pairs on selenium.

Step 5: Ideal bonding angle

Given the geometry and electron repulsion considerations, the ideal bond angles for the central atom in this case are 90° and 120°, corresponding to option A.

Explanation:

  • The Se atom in SeOF2 is surrounded by three bonding pairs and one lone pair of electrons, resulting in a trigonal pyramidal molecular shape.
  • The ideal bond angles for a trigonal pyramidal structure are usually close to 90° and 120°, but they can be slightly less due to the lone pair.

Thus, the correct answer is A) 90° and 120°.

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