Question:

The dipole moment value of which of the following molecules is maximum?

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The dipole moment depends on both bond polarity and molecular geometry. Symmetrical molecules such as \(CH_4\) and \(BeF_2\) have zero net dipole moment because individual bond moments cancel out.
Updated On: Jun 19, 2026
  • BeF\(_2\)
  • H\(_2\)O
  • NH\(_3\)
  • CH\(_4\)
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The Correct Option is B

Solution and Explanation

Step 1: Recall dipole moment definition.
Dipole moment \(\mu = q \cdot r\), depends on magnitude of charge separation and geometry.

Step 2: Molecular geometry effect.

H\(_2\)O → bent geometry → vector sum of bond dipoles nonzero → high dipole moment.

Step 3: Symmetry check.

BeF\(_2\) → linear → bond dipoles cancel → net \(\mu = 0\).

Step 4: NH\(_3\).

Trigonal pyramidal → dipole moment exists, but smaller than H\(_2\)O.

Step 5: CH\(_4\).

Tetrahedral symmetry → bond dipoles cancel → \(\mu = 0\).

Step 6: Conclusion.

Hence, H\(_2\)O has maximum dipole moment among these molecules.
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