Courses
Courses for Kids
Free study material
Offline Centres
More
Store Icon
Store
seo-qna
SearchIcon
banner

Which of the following molecules has two sigma (σ) and two pi (π) bonds?
(A) C2H4
(B) N2F2
(C) C2H2Cl2
(D) HCN

Answer
VerifiedVerified
491.4k+ views
1 likes
like imagedislike image
Hint: Unhybridized atomic orbitals of carbon atoms overlaps to form a bond. There are two types of bonds in organic chemistry: a sigma bond and a pi bond. The molecular skeleton is made by the sigma bond. If compounds have multiple bonds then one bond is always a sigma bond and others are considered as the pi bonds.

Complete Solution :
Organic compounds are formed by the overlapping of orbitals. This overlapping is also called bonds. Sigma bond is formed by the head to head overlap of orbitals. However, the lateral or sideways overlapping of orbitals results in pi bonds.
Sigma bond is always present in the molecule. However, if a molecule has a double bond then there is one sigma bond and one pi bond .for a triple bond, there are one sigma bond and two pi bonds.
We have been provided with four compoundsC2H4, N2F2, C2H2Cl2 and HCN.
We need to calculate the sigma and pi bonds.
So, for that:
- The first compound we have C2H4:
seo images

So, the sigma bonds would be 5, and pi bonds would be 1.
- The next compound is N2F2:
seo images

So, the sigma bonds would be 3, and pi bonds would be 1.
- The next compound is C2H2Cl2:
seo images

So, the sigma bonds would be 5, and pi bonds would be 1.
- The last one we have is HCN:
seo images

So, the sigma bonds would be 2, and pi bonds would be 2.
So, we can say that HCN has 2 sigma and 2 pi bonds.
So, the correct answer is “Option D”.

Note: Note that, sigma bond is considered the strongest type of covalent bond. This is because the sigma bond is due to the maximum extent of the overlap of orbitals. Sigma bond allows the free rotation of atoms around it. However double or the triple bond restricts the free rotation of the bond. This bond is formed by the unhybridized orbitals.
Latest Vedantu courses for you
Grade 10 | CBSE | SCHOOL | English
Vedantu 10 CBSE Pro Course - (2025-26)
calendar iconAcademic year 2025-26
language iconENGLISH
book iconUnlimited access till final school exam
tick
School Full course for CBSE students
PhysicsPhysics
Social scienceSocial science
ChemistryChemistry
MathsMaths
BiologyBiology
EnglishEnglish
₹41,000 (9% Off)
₹37,300 per year
Select and buy