Answer
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Hint: Dipole moment is a measure of polarity of a bond. It is the product of the charges and the distance between partial charges. It is a vector quantity and its direction is always given from less electronegative atom to more electronegative atom.
It is generally expressed in debye (D) and 1 D = $3.33564\times {{10}^{-30}}$ C m.
Dipole moment of polar molecules containing lone pairs is the vector sum of dipole of lone pair and net dipole moments of bonds.
Complete answer:
Both $N{{H}_{3}}$ and $N{{F}_{3}}$ have trigonal pyramidal shape.
The dipole moment of lone pairs in $N{{H}_{3}}$ and $N{{F}_{3}}$ is away from nitrogen.
Dipole moment of $N{{H}_{3}}$
We know that nitrogen is more electronegative than hydrogen. Therefore, the dipole moment of $N-H$bond will be form H to N. The net dipole moment of three $N-H$ bond will add up to 1.4 D. As we know that 1 D = $3.33564\times {{10}^{-34}}$ C m.
Then, 1.4 D will be equal to $1.4\times 3.33564\times {{10}^{-30}}$ C m, i.e. $4.90\times {{10}^{-30}}$ C m.
Dipole moment of $N{{F}_{3}}$
Electronegativity of F is more than that of N, thus the direction of dipole moment of $N-F$ bond will be from F to N. As we can see that the direction of $N-F$ bond is opposite to that of the lone pair on N atoms. So, the net dipole moment of $N{{F}_{3}}$ has been found to be 0.24 D.
Multiplying 0.24 D with $3.33564\times {{10}^{-30}}$ C m, we get the dipole moment of $0.80\times {{10}^{-30}}$C m.
So, the correct answer is “Option A”.
Note: The dipole moment of lone pairs in $N{{H}_{3}}$ and $N{{F}_{3}}$ is away from nitrogen.
Dipole moment of $N{{H}_{3}}$
We know that nitrogen is more electronegative than hydrogen. Therefore, the dipole moment of $N-H$bond will be form H to N. The net dipole moment of three $N-H$ bond will add up to 1.4 D. As we know that 1 D = $3.33564\times {{10}^{-34}}$ C m.
Then, 1.4 D will be equal to $1.4\times 3.33564\times {{10}^{-30}}$ C m, i.e. $4.90\times {{10}^{-30}}$ C m.
Dipole moment of $N{{F}_{3}}$
Electronegativity of F is more than that of N, thus the direction of dipole moment of $N-F$ bond will be from F to N. As we can see that the direction of $N-F$ bond is opposite to that of the lone pair on N atoms. So, the net dipole moment of $N{{F}_{3}}$ has been found to be 0.24 D.
Multiplying 0.24 D with $3.33564\times {{10}^{-30}}$ C m, we get the dipole moment of $0.80\times {{10}^{-30}}$C m.
It is generally expressed in debye (D) and 1 D = $3.33564\times {{10}^{-30}}$ C m.
Dipole moment of polar molecules containing lone pairs is the vector sum of dipole of lone pair and net dipole moments of bonds.
Complete answer:
Both $N{{H}_{3}}$ and $N{{F}_{3}}$ have trigonal pyramidal shape.
![seo images](https://www.vedantu.com/question-sets/a01fbfe6-2347-40fd-a202-c8b6a120c59f1157452800747677972.png)
The dipole moment of lone pairs in $N{{H}_{3}}$ and $N{{F}_{3}}$ is away from nitrogen.
Dipole moment of $N{{H}_{3}}$
We know that nitrogen is more electronegative than hydrogen. Therefore, the dipole moment of $N-H$bond will be form H to N. The net dipole moment of three $N-H$ bond will add up to 1.4 D. As we know that 1 D = $3.33564\times {{10}^{-34}}$ C m.
Then, 1.4 D will be equal to $1.4\times 3.33564\times {{10}^{-30}}$ C m, i.e. $4.90\times {{10}^{-30}}$ C m.
Dipole moment of $N{{F}_{3}}$
Electronegativity of F is more than that of N, thus the direction of dipole moment of $N-F$ bond will be from F to N. As we can see that the direction of $N-F$ bond is opposite to that of the lone pair on N atoms. So, the net dipole moment of $N{{F}_{3}}$ has been found to be 0.24 D.
Multiplying 0.24 D with $3.33564\times {{10}^{-30}}$ C m, we get the dipole moment of $0.80\times {{10}^{-30}}$C m.
So, the correct answer is “Option A”.
Note: The dipole moment of lone pairs in $N{{H}_{3}}$ and $N{{F}_{3}}$ is away from nitrogen.
Dipole moment of $N{{H}_{3}}$
We know that nitrogen is more electronegative than hydrogen. Therefore, the dipole moment of $N-H$bond will be form H to N. The net dipole moment of three $N-H$ bond will add up to 1.4 D. As we know that 1 D = $3.33564\times {{10}^{-34}}$ C m.
Then, 1.4 D will be equal to $1.4\times 3.33564\times {{10}^{-30}}$ C m, i.e. $4.90\times {{10}^{-30}}$ C m.
Dipole moment of $N{{F}_{3}}$
Electronegativity of F is more than that of N, thus the direction of dipole moment of $N-F$ bond will be from F to N. As we can see that the direction of $N-F$ bond is opposite to that of the lone pair on N atoms. So, the net dipole moment of $N{{F}_{3}}$ has been found to be 0.24 D.
Multiplying 0.24 D with $3.33564\times {{10}^{-30}}$ C m, we get the dipole moment of $0.80\times {{10}^{-30}}$C m.
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