In aqueous solution d-glucose (or dextrose) exists in equilibrium between a linear and cyclic form shown below. A. Mark all the stereocenters in the linear form of the molecule. Number them 1,2,3, etc. B. Draw out the reaction that converts the linear form to the 6-membered ring using the arrow formalism. C. Identify the stereocenters in the 6-member ring that correspond to the stereocenters in the linear form marking them as 1,2,3, etc. The reaction also created a new stereocenter. Mark it as H- HOH Ho H-OH o--H H--OH H-OH HO H он HO,

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2. In aqueous solution d-glucose (or dextrose) exists in equilibrium between a linear and cyclic
form shown below.
A. Mark all the stereocenters in the linear form of the molecule. Number them 1,2,3, etc.
B. Draw out the reaction that converts the linear form to the 6-membered ring using the arrow
formalism.
C. Identify the stereocenters in the 6-member ring that correspond to the stereocenters in the
linear form marking them as 1,2,3, etc. The reaction also created a new stereocenter. Mark it as
H -OH
HO--H
H--OH
нон
Ho
но
HO
HO H
он
H-OH
H
но.
Transcribed Image Text:2. In aqueous solution d-glucose (or dextrose) exists in equilibrium between a linear and cyclic form shown below. A. Mark all the stereocenters in the linear form of the molecule. Number them 1,2,3, etc. B. Draw out the reaction that converts the linear form to the 6-membered ring using the arrow formalism. C. Identify the stereocenters in the 6-member ring that correspond to the stereocenters in the linear form marking them as 1,2,3, etc. The reaction also created a new stereocenter. Mark it as H -OH HO--H H--OH нон Ho но HO HO H он H-OH H но.
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