Practical: Drug stocks, solutions and dilutons Flashcards

1
Q

Beer-Lambert law + define symbols

A

A = log10 (Io/I) = ϵcl

A = absorbance of light
Io = intensity of beam before passing through sample
I = intensity of beam of light emerging from sample
ϵ = absoption coefficient
c = concentration
l = pathlength

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2
Q

what does a greater absorption coefficient mean?

A

more light absorbed

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3
Q

what’s the relationship between the concentration of a substance and the absorbance?

A

linear

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4
Q

what does a longer pathlength l mean?

A

more light absorbed

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5
Q

what’s used to measure absorbance?

A

spectrophotometer

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6
Q

what can we use absorbance to calculate?

A

the concentration of the sample solution

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7
Q

how long should we switch on a colorimeter for before using?

A

15 mins

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8
Q

what do we zero a colorimeter with?

A

distilled water

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9
Q

is it more accurate to pipette small or large volumes?

A

large volumes

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10
Q

what’s the standard method for diluting in pharmacology and why?

A

serial dilutions - accurate

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11
Q

what’s the method of choice for preparing drug solutions and why?

A

serial solutions
it uses volumes that don’t differ by more than 10x (less likely to have experimental errors)

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12
Q

disadvantage of serial dilutions

A

irreversible (start again if you get a step wrong)

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13
Q

which pipettes use a blue tip?

A

P1000

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14
Q

which pipettes use a yellow tip?

A

P20 and P200

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15
Q

what’s more accurate - using serial dilutions or making each dilution separately from a starting stock solution?

A

serial dilutions

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16
Q

how do we know that serial dilutions are more accurate than making each dilution separately from a starting stock soluton?

A

will give a better fit when a linear regression analysis is used

17
Q

what’s the best indication of accuracy and consistency?

A

the variability in the standard deviation

18
Q

when are errors more likely in terms of how much volume is dispensed from a pipette?

A

more likely when the volume dispensed with a pipette is less than 10% of the maximum volume