Sovi.AI - AI Math Tutor

Scan to solve math questions

QUESTION IMAGE

which of these molecules do not contain polar bonds? (reference p 240 o…

Question

which of these molecules do not contain polar bonds? (reference p 240 of your textbook.)
a xef₂
b clf₃
c pcl₃
d tecl₄

Explanation:

Brief Explanations
  • Polar bonds occur when there is a significant difference in electronegativity between the atoms forming the bond.
  • In \(XeF_2\), \(Xe - F\) bonds are polar due to the difference in electronegativity between \(Xe\) and \(F\).
  • In \(ClF_3\), \(Cl - F\) bonds are polar as \(Cl\) and \(F\) have different electronegativities.
  • In \(PCl_3\), \(P - Cl\) bonds are polar because of the electronegativity difference between \(P\) and \(Cl\).
  • In \(TeCl_4\), \(Te - Cl\) bonds are polar due to the difference in electronegativity between \(Te\) and \(Cl\).

Wait, there is a mistake in the above analysis. Let's re - analyze:

  • A polar bond is formed when two different atoms (with different electronegativities) are bonded.
  • All the given molecules (\(XeF_2\), \(ClF_3\), \(PCl_3\), \(TeCl_4\)) have bonds between different atoms. However, if we consider the question again, maybe there is a mis - understanding. Wait, no, all of these have polar bonds. But if we assume that there is a typo and maybe one of them is a diatomic molecule of the same atom (but in the given options, there is no such case). Wait, another approach: maybe the question is about non - polar molecules (but the question clearly asks about non - polar bonds). Wait, no, all bonds in these molecules (since they are between different atoms) are polar. But if we check the electronegativity values:
  • For \(XeF_2\): \(Xe\) has an electronegativity of approximately \(2.6\) and \(F\) has \(4.0\). The \(Xe - F\) bond is polar.
  • For \(ClF_3\): \(Cl\) (electronegativity \(\sim3.0\)) and \(F\) (\(4.0\)), \(Cl - F\) bond is polar.
  • For \(PCl_3\): \(P\) (electronegativity \(\sim2.1\)) and \(Cl\) (\(3.0\)), \(P - Cl\) bond is polar.
  • For \(TeCl_4\): \(Te\) (electronegativity \(\sim2.1\)) and \(Cl\) (\(3.0\)), \(Te - Cl\) bond is polar.

Wait, maybe the original question was about non - polar molecules (a common confusion). But if we strictly follow the question (non - polar bonds):

  • A non - polar bond is between two identical atoms (e.g., \(H_2\) (\(H - H\) bond), \(O_2\) (\(O=O\) bond)). Since all the given molecules have bonds between different atoms, there is an error in the problem. But if we assume that it was a misprint and the question was about non - polar molecules:
  • \(XeF_2\) has a linear geometry (\(F - Xe - F\)), and the bond dipoles cancel out (molecule is non - polar), but the \(Xe - F\) bonds are still polar.
  • \(ClF_3\) has a T - shaped geometry, and the bond dipoles do not cancel (molecule is polar).
  • \(PCl_3\) has a trigonal pyramidal geometry, and the bond dipoles do not cancel (molecule is polar).
  • \(TeCl_4\) has a see - saw geometry, and the bond dipoles do not cancel (molecule is polar).

If we assume that the question was misphrased (should be non - polar molecules), then \(XeF_2\) (molecule is non - polar, but bonds are polar). But if we follow the question (non - polar bonds), there is no correct answer. But if we consider the electronegativity difference:

  • For \(PCl_3\): \(P\) (\(2.1\)) and \(Cl\) (\(3.0\)), \(\Delta EN=3.0 - 2.1 = 0.9\)
  • For \(TeCl_4\): \(Te\) (\(2.1\)) and \(Cl\) (\(3.0\)), \(\Delta EN = 3.0-2.1=0.9\)
  • For \(ClF_3\): \(Cl\) (\(3.0\)) and \(F\) (\(4.0\)), \(\Delta EN=4.0 - 3.0=1.0\)
  • For \(XeF_2\): \(Xe\) (\(2.6\)) and \(F\) (\(4.0\)), \(\Delta EN=4.0 - 2.6 = 1.4\)

All have polar bonds. But if we consider that in some textbooks, a small electronegativity difference (\(<0.5\)) is considered non - polar. But in these cases, the differences are \(>0.5\).

Alternatively, if we check the structure for symmetry…

Answer:

A. \(XeF_2\) (assuming the question was about non - polar molecules, as all bonds in the given options are polar. If strictly about non - polar bonds, there is no correct answer, but following common textbook errors)