Geometrical isomerism is shown by

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(A) Geometrical isomerism is shown by compounds that have restricted rotation around a double bond and where each carbon atom of the double bond is at

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$2-$butene

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(A) Geometrical isomerism is shown by compounds that have restricted rotation around a double bond and where each carbon atom of the double bond is attached to two different groups.In $2-$butene $(CH_3-CH=CH-CH_3)$,the carbon atoms of the double bond are each bonded to a hydrogen atom $(H)$ and a methyl group $(CH_3)$.Thus,it exists as cis-$2-$butene and trans-$2-$butene,which are geometrical isomers.

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