The outer face of Cyclodextrin is --- in nature.
Answers
Answer:
hard
Explanation:
8to a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).\fcolorbox{aquaq}{green}{★Answer★}★Answer★ In this method of integration by substitution, any given integral is transformed into a simple form of integral by substituting the independent variable by others. Take for example an equation having an independent variable in x, i.e. ∫sin (x3).
.
I am writing this comment on the phone
pls mark as brainliest
♡♡♡♡♡♡♡♡approvingly and then we will play again and
The outer surface of Cyclodextrin is hydrophilic in nature.
- Cyclodextrins are cyclic oligosaccharides with a hydrophilic exterior surface and a nonpolar hollow core.
- CDs can form inclusion complexes with a wide spectrum of hydrophobic guests as a result of noncovalent interactions.
- The cyclic oligosaccharide cyclodextrin has a bucket-like form.
- Cyclodextrin's hydrophobic cavity can store small hydrophobic molecules and be used to create supramolecular structures.
- Cyclodextrin is a biocompatible and biodegradable substance that is inexpensive and widely available.