midterm 2 Flashcards
how to calculate Vmax
1/y int of lineweaver burke
how to calculate km
-1/x int of lineweaver burke
how to calculate Kcat
Vmax/[E]
how is Vmax affected by change in [E]
affected proportionally; e.g. 1/2[E] ==> 1/2Vmax
how is Km affected by change in [E]
it’s not
how is Kcat affected by change in [E]
it’s not
how to calculate efficiency of an enzyme
Kcat/Km
where does a competitive inhibitor bind
the active site
what changes occur during competitive inhibition (km, Vmax, etc)
Vmax does not change; Km increases
where does an uncompetitive inhibitor bind and what does it affect
binds to ES complex without inhibiting substrate binding and inhibits catalytic function only
what changes occur during uncompetitive inhibition (km, Vmax, etc)
decrease in Vmax, decrease in Km, no change in Km/Vmax (slopes are equal)
relate Vmax (+I) to Vmax (-I) for uncompetitive inhibition
Vmax (+I) = Vmax (-I)/alpha’
relate Km (+I) to Km (-I) for uncompetitive inhibition
Km (+I) = Km (-I)/alpha’
where does a mixed inhibitor bind and what does it do
binds enzyme (at regulatory site) with or without substrate and inhibits both substrate binding and catalysis
what changes occur during mixed inhibition (km, Vmax, etc)
decrease in Vmax, increase or decrease in Km
where does a noncompetitive inhibitor bind and what does it do
binds enzyme equally with or without substrate and both inhibits substrate and catalysis
what changes occur during mixed inhibition (km, Vmax, etc)
Vmax decreases, Km stays the same –> same percent inhibition overall; MM curve shifts down and left
Relate Vmax (+I) to Vmax (-I) for a mixed inhibitor
Vmax(+I) = Vmax (-I)/alpha’
relate Km (+I) to Km (-I) for a mixed inhibitor
Km (+I) = (alpha/alpha’)Km (-I)
Relate Vmax (+I) to Vmax (-I) for a noncompetitive inhibitor
Vmax (+I) = Vmax (-I)/alpha’
relate Km (+I) to Km (-I) for a noncompetitive inhibitor
Km (+I) = (alpha/alpha’)Km (-I) …. alpha = alpha’
relate Km (+I) to Km (-I) for a competitive inhibitor
Km (+I) = alphaKm (-I)
calculate alpha
alpha = 1 + [I]/Ki
calculate alpha’
alpha’ = 1 + [I]/Ki’