Respuesta :
Answer:
8 is the maximum number of stereoisomers that may exist for ribose.
Explanation:
Stereoisomers are usually calculated by a formula 2 ^n
n= no. of chiral carbons.
As the ribose is a pentose sugar, it contains 3 chiral carbons.
Hence calculated as :
2^n = 2^3 = 8
Hence, 8 is the maximum number of stereoisomers that may exist for ribose.
The maximum number of stereoisomers that may exist for ribose is 8 is the most range of stereoisomers that could exist for ribose.
Stereoisomers are commonly calculated with the aid of using a system [tex]2^ ^ n[/tex]
[tex]n = no . of chiral carbons.[/tex]
As ribose is a pentose sugar, it incorporates three chiral carbons.
Hence calculated as:
[tex]2^ ^ n=2^ ^ three=eight[/tex]
Hence, eight is the most range of stereoisomers that could exist for ribose.
What are L-ribose and D-ribose?
L-ribose and D-ribose are optical isomers that can both shape a pentagonal or hexagonal ring in an aqueous solution. There are eight isomers of ribose, every of them can have both an alpha or beta ring while dissolved in an aqueous solution. Properties of ribose are similar to that of the opposite monosaccharides.
Hence concluded that the maximum number of stereoisomers that may exist for ribosomes is 8.
To know more about stereoisomers refer to the link:
https://brainly.com/question/7063755
