Question
Question: The number of structural isomers for the compound with molecular formula \( {C_4}{H_6} \) is: 1\. ...
The number of structural isomers for the compound with molecular formula C4H6 is:
1. 3
2. 7
3. 5
4. 9
Solution
To solve this question, first we will name the isomers for the compound C4H6 . And, then we will describe the few isomers one-by-one. We will also mention the isomers which is not structural.
Complete step by step solution:
There are a total 9 structural isomers for the compound with molecular formula C4H6 .
Some of them are 1−butyne , 2−butyne , 1,2−butadiene , 1,3−butadiene and cyclobutene .
Other isomers with this formula include methylenecyclopropane , 1−methylcyclopropene , 3−methylcyclopropene and bicyclo[1.1.0]butane .
∗ 1−butyne : 1−Butyne puts the triple bond on the terminal carbon, permitting a hydrogen to be accessible. Normally on the off chance that we essentially allude to Butyne we are alluding to since when there is definitely not a number recognizing where the alkyne is we expect it is on the main carbon. It is also known as But−1−yne and Ethyl acetylene .
∗ 2−butyne : 2−butyne is an alkyne with chemical formula CH3C≡CCH3 . Produced artificially, it is a colorless, volatile, pungent liquid at standard temperature and pressure.
∗ 1,2−butadiene : 1,2−Butadiene is a minor side-effect in the creation of 1,3−butadiene . Thus, the creation and utilization of 1,3−butadiene in the production of polymers, for example, manufactured elastic plastics and pitches may bring about the arrival of 1,2−butadiene to the climate through different waste streams.
∗ Cyclobutene: Cyclobutene is a cycloalkene. It is of interest as a fundamental value, not for practical applications. It is a colorless easily condensed gas. A modern synthesis involves the 2-step dehydration of cyclobutanol.
Hence, the correct option is (4.) 9
Note:
In science, a structural isomer (or sacred isomer in the IUPAC terminology) of a compound is another compound whose particle has a similar number of molecules of every component, except with legitimately particular connections between them.