Which of the following compounds can exhibit geometrical isomerism, and why?
1) 2-butene
2) 1-butene ?
3) Pent-2-ene
4) But-2-yne
Geometrical Isomerism Explanation:
Geometrical (cis-trans) isomerism is a form of stereoisomerism resulting from restricted rotation around a carbon-carbon double bond (C=C).
Conditions for geometrical isomerism:
• Presence of a C=C double bond.
• Each carbon atom forming the double bond must be bonded to two distinct substituent groups.
Evaluation of Options:
1) 2-butene (CH3CH=CHCH3)
- Each carbon in the double bond is attached to a methyl group (CH3) and a hydrogen atom (H), which are different.
Exhibits geometrical isomerism (cis and trans configurations).
2) 1-butene (CH2=CHCH2CH3)
- The terminal carbon atom of the double bond is bonded to two identical hydrogen atoms.
Does not exhibit geometrical isomerism.
3) Pent-2-ene (CH3CH=CHCH2CH3)
- Both carbon atoms involved in the double bond are bonded to different groups (CH3 and H on one carbon; CH2CH3 and H on the other).
Exhibits geometrical isomerism.
4) But-2-yne (CH3C≡CCH3)
- Triple bonds are linear and do not have restricted rotation; therefore, they do not support geometrical isomerism.
Does not exhibit geometrical isomerism.
Conclusion:
Only compounds 1 (2-butene) and 3 (pent-2-ene) are capable of exhibiting geometrical isomerism.
Final Answer: Option 2: Only 1 and 3
The compounds \( [\text{PtCl}_2(\text{NH}_3)_4]\text{Br}_2 \) and \( [\text{PtBr}_2(\text{NH}_3)_4]\text{Cl}_2 \) constitute a pair of:
The total number of chiral compound/s from the following is ________
