Amino acids & peptides Flashcards

1
Q

Know the expression relating change in Gibbs free energy, change in
enthalpy and change in entropy; and know what each term represents

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2
Q

Be able to interpret a Gibbs free energy plot

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3
Q

Predict from ∆G whether a reaction is spontaneous or not.

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4
Q

Explain how ∆G is different from ∆G’°.

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5
Q

Demonstrate how imposing equilibrium conditions allows the
relationship between standard free energy change and equilibrium
constant to be derived

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6
Q

Describe how understanding free energy changes allows the prediction
of features of a reaction.

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7
Q

Describe three (3) ways an ‘unfavorable’ reaction can be made
favorable.

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8
Q

(By the end of semester) explain why certain ‘unfavorable’ metabolic
reactions are favorable in the cell.

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9
Q

Explain why ATP is considered an “energy rich” molecule.

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10
Q

Draw or identify D and L amino acids

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11
Q

Name/draw/identify each of the 20 naturally occurring amino acids

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12
Q

‘Read’ amino acid sequences in single letter and three letter code

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13
Q

From sequence information, identify the ionizable groups in
polypeptides and draw the structure of their protonated and
deprotonated states.

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14
Q

Calculate the overall charge on a peptide sequence at a given pH

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15
Q

Predict whether a peptide sequence will absorb UV light.

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16
Q

Predict whether a peptide sequence will form disulfide bonds

17
Q

Interpret the different ways proteins are graphically represented.

18
Q

Compare the size of a water molecule to a protein

19
Q

Explain how peptide bond forms and what its physical properties

20
Q

Be able to identify the N-terminus and C-terminus of a polypeptide

21
Q

Draw the cis and trans isomers of peptide bonds

22
Q

Rationalize why the trans isomer is favoured.

23
Q

Explain how the the ω (omega), φ (phi), ψ (psi) backbone dihedral
angles are defined

24
Q

Know the values of the ω (omega) dihedral angle for the trans and cis
isomers of the peptide bond

25
Identify on a diagram the bonds that are the axis of rotation for the ω (omega), φ (phi), ψ (psi) and χ1 (chi1) dihedral angles