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Amino acids [general formula NH2CH(R)COOH]can be considered polypro tic acids. In many cases, the R group contains additional amine and carboxyl groups.

(a) Can an amino acid dissolved in pure water have a protonated localid="1663345833873" COOH group and an unprotonated localid="1663345865389" NH2group

localid="1663345870225" (KX´Ç´Ú°ä°¿°¿±á²µ°ù´Ç³Ü±è=4.47×10-3;KbofNH2²µ°ù´Ç³Ü±è=6.03×10-3y?

Use glycine, localid="1663345879880" NH3CH3COOH, to explain why.

(b) Calculate localid="1663345908281" [+NH3CH2COO-y+NH3CH2COOH]atpH5.5.

(c) The R group of lysine is localid="1663345894686" -CH2CH2CH2CH2NH2(pKb=3.47)Draw the structure of lysine at .localid="1663345916050" pHphysiological localid="1663345902202" pH(-7),andpH13.

(d) Thelocalid="1663345947279" Rgroup of glutamic acid localid="1663345920800" -CH2CH2COOH(pKa=4.07).of the forms of glutamic acid that are shown below, which predominates at,localid="1663345941655" (1)localid="1663345993071" pH1(2) localid="1663345925494" physaiologicalpHH(-7),

and (3) localid="1663345936358" pH13?

Short Answer

Expert verified

(a) No, amino acid dissolved in pure water have a protonatedCOOHgroup and an unprotonatedNH2group

(b) The ratio of pH is .1×103

(c) The structure shown in solution.

(d) The structure shown in solution.

Step by step solution

01

Concept introduction

Polypro tic Acid is a chemical capable of giving more than one proton. Diprotic and triprotic polypro tic acids are two forms of polyprotic acid that can donate two and three protons,

02

Step 2:protonated and unprotonated group

(a)No. A protonated COOHgroup and an unprotonated group will not exist in glycine dissolved in pure water. It will instead have a protonated group and an unprotonated COOHgroup.

As a result,No, amino aciddissolved in pure water have a protonated COOHgroup and an unprotonated group.

03

Finding the ratio of pH

(b) The value ofpK_{a} can be computed as follows: begin gathered

pKa=-logKapKa=-log(4.47×10-3)pKa=2.34969

Obtained by plugging the values of and pH into the Henderson-Hasselbalch Equation.

ThepKa [NH3CH2COO−]NH3CH2COOH−1ratio can be calculated as below,

5.5=2.34969+([NH3C2COO-][NH3CH2COOH])([NH3CHH2COO-][NH3CH2COOH])=1×103

([NH3CH2COO−]NH3CH2COOH])ratioatpH5.5is1×103

Hence, the ratio of pH is 1×103

04

Step 3:Draw the structures of lysine

(c)

The required structures of lysine are:

Therefore, the structure shown in solution.

05

Step 4:Draw the Structures

The required structures are:

Therefore, the structure shown in solution.

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