BCCB2000 - Practical Exam Flashcards

(92 cards)

1
Q

Water’s Importance

A

As most of the chemical reactions that occur in organisms occur in water. As many organic chemicals and ions in biochemistry dissolve in water. As it is what makes molecules mobile and allows for interactions between them. In transporting nutrients, metabolites, ions, drugs and waste products in vivo. • As it dissociates to form acidic and basic ions.

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2
Q

Water’s Dissociation

A

H2O + H2O ⇋ H3O+ + OH- simplified to H2O ⇋ H+ + OH-

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3
Q

What does adding/detaching a H+ change?

A

Can change a molecule’s physical/chemical properties.

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4
Q

H+ Effects

A

Has effects on: The chemical reactions that occur inside and outside of cells. The physicochemical properties of many small and large molecules. The structure, function and stability of macromolecules such as proteins. Biochemical laboratory techniques. • Growth and viability of all cells.

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5
Q

How do we control the effects of H+?

A

We can control these effects by using buffers. Buffers interact with H+ to maintain constant pH.

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6
Q

pH (potential of hydrogen)

A

H + concentration defines the pH of a solution. H + concentration is written as mol/L (M).

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7
Q

pH equation

A

pH7 = basic. A water-based solution that is neutral (pH = 7) will have 1 x 10-7 M of H+ and 1 x 10-7 M of OH- , that is there will be 1 x 10-14 M ions in solution. H + concentration can be calculated if OH- concentration is known and vice versa.

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8
Q

Equilibrium of Acids and bases

A

HA + H2O ↔ HB + H3O + (CH3COOH + H2O ↔ CH3COO- + H3O + )

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9
Q

Acid Dissociation

A

[A- ] and [H+ ] = products and [HA] = reactants

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10
Q

What does a small and a large Ka mean?

A

A large Ka = more products, small Ka = more reactants.

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11
Q

Base Dissociation

A

[B+] and [OH- ] = products and [BOH] = reactants

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12
Q

pKa and it’s relation with Ka

A

Ka is usually a small number so instead we work with pKa (pKa = -logKa).

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13
Q

What does a small and a large pKa mean?

A

This means that a large pKa = more reactants (weak acid), small pKa = more products (strong acid).

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14
Q

Buffering Region of Buffers

A

pKa +/- 1 Horizontal region represents buffering range for this system.

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15
Q

Henderson-Hasselbalch Equation

A

Change in pKa, [acid] or [base] can change pH. A change in pH can change the ratio of [acid] and [base].

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16
Q

pH and charges of amino acids

A

At low pH all amino acids have a net positive charge. At high pH, all amino acids have a net negative charge

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17
Q

Using Henderson-Hasselbalch Equation for amino acids

A

You calculate the a-amino group and the a-carboxyl group to find the predominant groups and determine if deprotonated (basic) or protonated (acidic), or even a zwitterion.

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18
Q

Isoelectric Point (pl)

A

pI is the point at which a molecule has no charge, that is, it is in it’s zwitterion form.

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19
Q

Isoelectric Point (pl) Formula

A

pI=pKa1 + pKa2/2

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20
Q

Equivalence Point

A

The point at which all of a titratable side chain has been converted from its basic form to acidic form (or vice versa depending on the experiment). Usually indicated by a sharp drop in pH.

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21
Q

Equivalence Point of a-amino group

A

First equivalence point will be the point at which all of the NH2 has been converted to NH3 +

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22
Q

Equivalence Point of a-carboxyl group

A

Second equivalence point will be the point at which all of the COO- has been converted to COOH.

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23
Q

Dilutions (Volume : Volume)

A

e.g. 1:4 represents 1 part added to 4 parts Would be the same as 1/5

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24
Q

Dilutions (Volume / Volume)

A

e.g. 1/4 represents 1 part out of a total of four parts Would be the same as 1:3

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25
Fold dilution
## Footnote refers to the number of parts
26
Dilution volumes (E.g., 1:4 dilution of 100 ml solution)
## Footnote Divide final volume by the number of parts 100/5 = 20 ml Volume of concentrated solution = 1 x 20ml Volume of solvent = 4 x 20ml
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Types of dilutions
## Footnote Dilution by addition/Stepwise Dilution Serial Dilution
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Dilution by addition/Stepwise Dilution
## Footnote Requires calculations (C1V1 = C2V2 ) Multiple steps Used when dilutions required are not sequential in concentration.
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Serial Dilution
## Footnote Used when dilutions are sequential in concentration. Less steps
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Constant Volume Formula
## Footnote Final volume/dilution factor (DF)-1 DF= total # of parts
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E.g., Prepare three 1:1 (1/2) dilutions from a 200g/L stock solution. Final volume in each tube must be no less than 2ml. Find the concentration of each tube if the stock is 20 mM
## Footnote We first add a volume of solvent to each tube that is equal to the final volume required. So we would add 2ml of dH2O to tubes 2-4. To work out the volume of stock : 2ml/2-1 = 2/1 = 2 ml of stock To calculate concentration in each tube divide by the dilution factor (DF = total # of parts (1:4 = 5 parts)) First dilution = 20 ÷ 5 = 4mM Second dilution = 4 ÷ 5 = 0.8mM Third dilution = 0.8 ÷ 5 = 0.16mM
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Factors affecting Absorbance
## Footnote Pathlength (l) Concentration (c) Molar absorptivity (ε)
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Beers Law
## Footnote where A = the absorbance (no units) ε = molar absorptivity for a molecule at a particular wavelength (M-1cm-1 ) l = the path length (cm) c = the concentration (M)
34
y = mx + c Vs A = εcl
## Footnote y = A m = εl (l is usually 1cm, so can say m = ε) x = c c = y-intercept (this will be zero as there will be zero absorbance when there is zero concentration)
35
Molar absorptivity (ε)
## Footnote The probability that a photon of a particular wavelength will be absorbed by the specific material in the sample. The wavelength that a molecule absorbs maximally at. Indicates how strongly the molecule absorbs light at that wavelength. Large number = strong absorbance Value is equal to the gradient of a straight line.
36
Estimating molar absorptivity
## Footnote Step 1 First we have to rearrange the formula for Beers Law (A= εcl) Step 2 Calculate the gradient of the line. Step 3 Convert the gradient in mass to moles.
37
If the Gradient of the graph is in (mg l^-1)^-1 cm^-1, how do we convert it to molar absorptivity (M^-1 cm^-1)
## Footnote The units for 'ε' include the inverse of the units of concentration so rather than divide the gradient (in mg) by the Mwt, we would have to multiply the gradient by the Mwt. Our gradient is in mg, therefore when we convert to moles, our answer is expressed in mmoles. 'ε' needs to be expressed in moles so we must also multiply by 1000. Our answer would be reported with the units M-1 cm-1 .
38
Calculating concentration in Beers Law
## Footnote Use Beers Law A = εcl Use a standard curve (and its equation)
39
Standard Curve of Beers Law
40
Protein structure and Absorption
## Footnote Amino acids join via peptide bonds to form primary structure of proteins. All amino acids absorb infrared. Some amino acids absorb UV light - particularly aromatic amino acids. Properties of amino acids within a protein allow us to quantitate protein levels using spectrophotometry. Proteins absorb at 280nm - UV. Often easier to react the protein with another compound to produce a coloured compound that can be measured at a wavelength within the visible range (380-750nm).
41
Colourimetric assays
## Footnote Use reagents that react with the protein to produce a coloured compound which can be measured using a spectrophotometer. Requires a standard curve. Albumin (BSA) often used as a standard for protein assays although not ideal. If samples (unknowns) have an absorbance that does not fall within the range of the standard curve we must dilute the original sample and use our diluted sample to go through the protein assay again.
42
Biuret assay
## Footnote Involves the formation of a complex between amides involved in peptide bonds between amino acids of your protein and copper ions. Uses a reagent called Biuret, which is made up of sodium hydroxide, hydrated copper sulphate, sodium potassium tartrate and potassium iodide. If proteins are present in your solution, the amides will form a bond with the Cu2+ ions. In the presence of strong alkaline conditions, the Cu2+ ions will be reduced to Cu+ ions. This results in a colour change from blue (no bond formation ⸫ no protein present) to purple (bond formation ⸫ protein present). The deeper the colour, the higher the protein concentration. The amount of coloured product is then measured on a spectrophotometer at 555nm. The absorbance is plotted on a protein standard curve to determine protein concentration.
43
Factors that Affect Reaction Rate
## Footnote Concentration Temperature Physical Nature Presence of Catalyst
44
Reaction rate
## Footnote Rate = reactants consumed = products produced This can be quite slow and as such catalysts are used
45
Catalysts Characteristics
## Footnote Are not consumed during a reaction Do not alter equilibrium of a reaction Provide an alternate pathway for a reaction to occur with a lower activation energy Increase the rate of reaction Can be enzymatic or non-enzymatic
46
Enzymes - Nomenclature
## Footnote Proteins. Globular. End in -ase, -me or -in. Named for their function.
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Types of Enzymes
## Footnote Oxidoreductases Transferases Hydrolases Lyases Isomerases Ligases
48
Enzymes Characteristics
## Footnote Highly specific Can be regulated Catalyse reactions in mild conditions (25-37°C) Stereospecific Enzymes catalyse reactions at their active site (a highly specific 3D arrangements of residues arising from the different amino acids comprising the protein structure)
49
Enzyme structure
## Footnote Enzymes that work alone = unconjugated Enzymes that need help = conjugated
50
Conjugated Enzymes
## Footnote Conjugated enzymes require cofactors. Cofactors are a nonprotein component - organic molecules (coenzymes) - inorganic ions (Fe2+, Ca2+) Cofactors may be - permanently attached (prosthetic groups) - temporarily attached (coenzymes)
51
Factors of Enzyme catalysed reactions
## Footnote Temperature, pH, ionic strength, substrate/product/enzyme concentration and presence of inhibitors, activators or cofactors By varying the conditions above we can determine how an enzyme works (enzyme kinetics).
52
Catalase
## Footnote Catalyses the breakdown of hydrogen peroxide (H2O2 ) to water (H2O) and oxygen (O2 ) High concentrations of catalase are found in the liver, kidney and RBCs (also potatoes) Optimum pH for catalase is pH 7.0
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Enzyme kinetics
## Footnote Describe an enzyme catalysed reaction.
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Enzyme Kinetics Parameters
## Footnote Km Vmax kcat kcat/Vmax kcat/Km We can calculate these parameters by looking at the enzyme activity at different substrate concentrations We use the Michaelis-Menten and Lineweaver-Burk plots to achieve this
55
Michaelis-Menten
## Footnote Describes the relationship between initial velocity (Vo) and substrate concentration [S]. Gives us values for: Km (Michaelis constant) = substrate concentration point at which enzyme catalysed reaction is at half of its maximal velocity (½ Vmax). Vmax (Maximal velocity) = the fastest rate at which an enzyme can catalyse a reaction
56
Michaelis-Menten plot
57
Lineweaver-Burk
## Footnote Uses the reciprocals of the velocity (1/Vo ) and substrate concentration (1/[S]) to reproduce the data in a straight line Km = -1/Km = x-axis intercept Vmax = 1/Vmax = y-axis intercept
58
Turnover Number (kcat)
## Footnote Amount of substrate converted to product, per amount of enzyme in unit time when the enzyme is operating near Vmax. Reported in seconds (s). where [Et ] = total enzyme concentration
59
Specificity constant
## Footnote indicates the specificity of an enzyme for its substrate(s). Reported in seconds/M (s-1M-1 )
60
Carbohydrates
## Footnote Comprised of carbon, hydrogen and oxygen in a ratio of 1:2:1 (Cn (H2O)n ). Simple - monosaccharides or disaccharides Complex - polysaccharides or oligosaccharides
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Carbohydrate roles
## Footnote Cell recognition Structural components Communication Source of Energy
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Cellular respiration
## Footnote glucose + oxygen --> carbon dioxide + water + energy (C6H12O6) + (6O2 ) --> (6CO2 ) + (6H2O) ENERGY (2870 kJ/mol) = 36-38 ATP
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Types of carbohydrates
## Footnote All carbohydrates are either an aldose or a ketose. The difference between an aldose and a ketose is the position of the carbonyl. Aldehydes are terminal carbonyls while ketones are carbonyls surrounded on each side by a carbon.
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Aldose and Ketose Carbohydrates
65
Benedict's solution
## Footnote Used to detect reducing sugars like glucose. In the presence of reducing sugars solution changes colour from blue to red. Contains CuSO4 .5H2O + Na2CO3 + Na3C6H5O7 CuSO4 .5H2O source of cupric ions (Cu2+) Na2CO3 dissociates to produce OH-, increasing pH Na3C6H5O7 Binds Cu2+ to prevent binding with OH- until reduced to Cu+ Detects carbohydrates that contain an aldehyde or ketone group.
66
Glucose regulation Insulin
## Footnote small peptide hormone (5734 da) stimulates uptake of glucose into cells
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Glucose regulation Hyperglycemia
## Footnote glucose levels above normal reference range (>6.0mM) not enough insulin/insulin resistance
68
Glucose regulation Hypoglycemia
## Footnote glucose levels below normal reference range (<3.4mM) too much insulin (treatment for diabetes)
69
ATP
## Footnote Adenosine triphosphate Captures chemical energy from the breakdown of macromolecules and releases it to fuel other cellular processes
70
Photosynthesis
## Footnote (ATP is also produced)
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Fermentation
## Footnote C6H12O6 --> 2C3H6O3 + ATP Glucose --> Lactic Acid + ATP C6H12O6 --> 2C2H6O + 2CO2 + ATP Glucose --> Ethanol + Carbon Dioxide + ATP
72
Glycolysis
## Footnote Glucose + 2ADP + 2Pi --> 2Pyruvate + 2ATP
73
Gibbs Free Energy (∆G)
## Footnote ∆G = ∆H - T∆S ∆G: Change in free energy (energy available to do work and make changes to the system) ∆H: Change in enthalpy (energy contained in bonds of the molecules in the system) T: Temperature in Kelvin ∆S: Change in entropy (energy contained in the motional energy of components in the system)
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Understanding Gibbs Free Energy (∆G) (Exothermic)
## Footnote Free energy (∆G'0): -ve Reaction direction: Towards products Spontaneous: Yes Enthalpy (∆H): 0
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Understanding Gibbs Free Energy (∆G) (Endothermic)
## Footnote Free energy (∆G'0): +ve Reaction direction: Towards reactants Spontaneous: No Enthalpy (∆H): >0 (endothermic) Entropy (∆S): <0
76
Understanding Gibbs Free Energy (∆G) (Free energy of 0)
## Footnote A reaction will never spontaneously move away from equilibrium A reaction will always move spontaneously towards equilibrium
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Fate of pyruvate Lactate Fermentation
## Footnote End Product: Lactate Cell Type: Skeletal muscle and some bacteria Requires O2?: No NADH is converted to NAD+, which can be used by cells to conduct another cycle of glycolysis and produce energy in the form of ATP
78
Fate of pyruvate Alcoholic Fermentation
## Footnote End Product: Ethanol Cell Type: Yeast and some plant cells Requires O2?: No NADH is converted to NAD+, which can be used by cells to conduct another cycle of glycolysis and produce energy in the form of ATP
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Fate of pyruvate Cellular Respiration
## Footnote End Product: Carbon Dioxide and Water Cell Type: All cells Requires O2?: Yes
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Electrophoresis
## Footnote Electrophoresis is the migration of electrically charged molecules under the influence of an electrical field.
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Types of Electrophoresis
## Footnote Native SDS, SDS-PAGE
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Native PAGE Characteristic
## Footnote Separates on charge Separates on size Separates on shape Does not denature protein Allows for visualisation of multiprotein complexes
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SDS-PAGE Characteristic
## Footnote Does not separates on charge Separates on size Does not separates on shape Denatures protein Does not allow for visualisation of multiprotein complexes
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SDS
## Footnote Sodium dodecyl sulfate. Is an organic anionic surfactant
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SDS Roles
## Footnote Cleaning Emulsifying Lysing
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SDS Protein Separation
## Footnote Disrupts bonds Coats protein
87
How does SDS work?
## Footnote SDS molecule with anionic polar head group. 3D arrangement of amino acids forming protein. SDS disrupts hydrogen and ionic bonds and hydrophobic interactions between amino acids. β-mercaptoethanol disrupts di-sulfide bonds. SDS binds to protein in an approximate ratio of one molecule of SDS to every two amino acids. Treatment with SDS reduces folded protein to linear molecule with net negative charge.
88
Sample loading buffer
## Footnote High heat - denatures the protein SDS - disrupts bonds and coats protein in negative charges β-mercaptoethanol - disrupts di-sulfide bonds Glycerol - adds density to the sample Bromophenol blue - dye to visualise movement of sample
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Electrophoresis procedure
## Footnote Samples are loaded onto a polyacrylamide gel and a voltage is applied allowing the negatively charged denatured proteins to move towards the positively charged anode Large proteins will find it more difficult to migrate through the acrylamide gel due to friction or resistance
90
Running buffer Characteristics
## Footnote pH = 8.3 Tris-HCl - buffering solution SDS - keeps the proteins linear Glycine - important role in the stacking gel.
91
How to Calculate Relative Mobility
## Footnote Distance molecular weight markers travelled (Rf) / Distance Dye Travelled aka. the dye front (Rm) Rf/Rm
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Plotting Electrophoresis Results
## Footnote Plot log of the molecular weight (x-axis) against relative mobility (Rf) on the y axis for each of the markers. You can use this to find the unknown molecular weight/relative mobility of an unknown by using gradient y = relative mobility, x = log molecular weight (log mwt) After finding log of the weight, you inverse it by doing: 10^log mwt