Aman has been asked to synthesise the molecule:

Using an aldol condensation reaction. He found a few cyclic alkenes in his laboratory.
He thought of performing ozonolysis reaction on the alkene to
produce a dicarbonyl compound followed by aldol reaction to prepare "x".
Predict the suitable alkene that can lead to the formation of "x".




To solve this problem, we need to predict which cyclic alkene, upon ozonolysis, will produce the appropriate dicarbonyl compound for the aldol condensation reaction to yield the target molecule "x".
The target molecule provided is:
The target molecule "x" looks like it is formed through an aldol condensation reaction. Let's examine the options provided to find the suitable cyclic alkene.
Ozonolysis of cyclic alkenes typically involves breaking the double bonds and forming carbonyl groups at the positions where the double bond was originally present.
The cyclic structure in the target compound suggests it originated from a smaller ring compound with the addition of a carbonyl group.
By examining the options, we are looking for a cyclic alkene that aligns with this reaction pathway.
The correct answer is:
Explanation:
To summarize, the predicted suitable alkene is shown, which upon ozonolysis and aldol condensation, will yield the required product “x”.
Given: The desired molecule is obtained via an aldol condensation reaction, starting with an ozonolysis reaction.
In ozonolysis, an alkene undergoes cleavage to form two carbonyl compounds. These carbonyl compounds can then undergo aldol condensation to form the desired product.
- **Cyclohexene** is the correct choice. - Ozonolysis of cyclohexene will produce **acetone** and **acetaldehyde**, which can then undergo aldol condensation.
The correct alkene is \( \boxed{\text{Cyclohexene}} \).

If $ \theta \in [-2\pi,\ 2\pi] $, then the number of solutions of $$ 2\sqrt{2} \cos^2\theta + (2 - \sqrt{6}) \cos\theta - \sqrt{3} = 0 $$ is: