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question 3 3.3 pts a triatomic molecule with a bond angle close to 120°…

Question

question 3
3.3 pts
a triatomic molecule with a bond angle close to 120° could be _______
so2
n2o
hcn
co2
beh2

question 4
3.3 pts
determine the molecular geometry of cbr2cl2.
tetrahedral
linear
bent
trigonal bipyramidal
trigonal pyramidal

question 5
3.3 pts
what is the molecular geometry of sf4?
seesaw
square pyramidal
tetrahedral
square planar

Explanation:

Analyze Question 3: Triatomic molecule with bond angle close to 120°

To find a triatomic molecule with a bond angle close to \(120^\circ\), we look for a central atom with \(sp^2\) hybridization (trigonal planar electron-group geometry) and one lone pair, which gives a bent molecular geometry.

  • \(\text{SO}_2\): Sulfur has 6 valence electrons. It forms two bonds with oxygen and has 1 lone pair on the central S atom (3 electron groups, \(sp^2\) hybridized). The molecular geometry is bent, with a bond angle slightly less than \(120^\circ\) (around \(119^\circ\)).
  • \(\text{N}_2\text{O}\), \(\text{HCN}\), \(\text{CO}_2\), \(\text{BeH}_2\): These are all linear molecules with \(sp\) hybridization and bond angles of \(180^\circ\).

Therefore, \(\text{SO}_2\) is the correct choice.

Analyze Question 4: Molecular geometry of CBr₂Cl₂

To determine the molecular geometry of \(\text{CBr}_2\text{Cl}_2\):

  • Carbon is the central atom (4 valence electrons) and forms 4 single covalent bonds (two with Br, two with Cl).
  • There are 4 bonding pairs and 0 lone pairs on the central carbon atom.
  • According to VSEPR theory, 4 electron groups arrange themselves in a tetrahedral electron-group geometry to minimize repulsion.
  • With 0 lone pairs, the molecular geometry is also tetrahedral.

Analyze Question 5: Molecular geometry of SF₄

To determine the molecular geometry of \(\text{SF}_4\):

  • Sulfur has 6 valence electrons, and each of the 4 fluorine atoms contributes 1 electron for bonding, giving a total of 34 valence electrons.
  • The central S atom forms 4 single bonds with F and has 1 lone pair remaining (\(6 - 4 = 2\) non-bonding electrons).
  • This results in 5 electron groups (4 bonding pairs, 1 lone pair), which corresponds to a trigonal bipyramidal electron-group geometry.
  • To minimize repulsion, the lone pair occupies an equatorial position, resulting in a seesaw molecular geometry.

Answer:

Question 3

  • (A) \(\text{SO}_2\) (Correct answer)
  • (B) \(\text{N}_2\text{O}\)
  • (C) \(\text{HCN}\)
  • (D) \(\text{CO}_2\)
  • (E) \(\text{BeH}_2\)

Question 4

  • (A) tetrahedral (Correct answer)
  • (B) linear
  • (C) bent
  • (D) trigonal bipyramidal
  • (E) trigonal pyramidal

Question 5

  • (A) seesaw (Correct answer)
  • (B) square pyramidal
  • (C) tetrahedral
  • (D) square planar