10.1,2-dichlorocyclohexane Draw the two geometric isomers that are possible for this molecule and build the corresponding models. As you did on page 7, use dashes/wedges for the chlorine groups, but lines for the rest of In this case, the chair conformations are not all equal. By performing a ring flip, you will see that sometimes the chlorine substituents are axial, while sometimes they are equatorial. For each geometric isomer above, there are two possible conformations. Draw them below, then rank them in terms of stability. Keep in mind that the most stable conformations will have the largest substituents in the equatorial positions. 10

Organic Chemistry
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ISBN:9781305580350
Author:William H. Brown, Brent L. Iverson, Eric Anslyn, Christopher S. Foote
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Chapter2: Alkanes And Cycloalkanes
Section: Chapter Questions
Problem 2.61P: Following are structural formulas for 1,4-dioxane and piperidine. 1,4-Dioxane is a widely used...
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10.1,2-dichlorocyclohexane
Draw the two geometric isomers that are possible for this molecule and build the corresponding
models. As you did on page 7, use dashes/wedges for the chlorine groups, but lines for the rest of
In this case, the chair conformations are not all equal. By performing a ring flip, you will see that
sometimes the chlorine substituents are axial, while sometimes they are equatorial. For each geometric
isomer above, there are two possible conformations. Draw them below, then rank them in terms of
stability. Keep in mind that the most stable conformations will have the largest substituents in the
equatorial positions.
10
Transcribed Image Text:10.1,2-dichlorocyclohexane Draw the two geometric isomers that are possible for this molecule and build the corresponding models. As you did on page 7, use dashes/wedges for the chlorine groups, but lines for the rest of In this case, the chair conformations are not all equal. By performing a ring flip, you will see that sometimes the chlorine substituents are axial, while sometimes they are equatorial. For each geometric isomer above, there are two possible conformations. Draw them below, then rank them in terms of stability. Keep in mind that the most stable conformations will have the largest substituents in the equatorial positions. 10
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