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Three membrane receptor proteins bind tightly to a hormone. The free hormone concentrations and their corresponding fractions

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Answer #1

1) when single subunit protein like myoglobin binds with single substrate (hormone) then binding graph is hyperbola type.

And mathematical expression for binding is

O=L/Kd+L)---- equation no.1

Where \Theta is fraction of hormone binding

L is ligand= here hormone

Kd = dissociation constant

So when \Theta is 50% or 1/2 value then, equation 1 become

1/2= L/(Kd+L) => Kd+L =2 L => Kd = L

So when \Theta is equal to 50% then Kd = L

Now, for protein 2, \Theta become 50% or 0.5 when hormone concentration is 0.5 nM so answer is 0.5 nM which is option 1

2) similarly hormone conc. Is 4 nM for protein 1 at \Theta 0.5 value while for protein 3 its value is 1 nM and for protein 2 we already calculated above which is 0.5 nM

Now on comparing ligand concentration which is hormone here for all three different protein at same \Theta = 0.5 value, we found that lowest for protein 2 which is only 0.5 nM followed by protein 3 which is 1 nM and highest value is 4 nM for protein 1

So, at very low concentration of hormone concentration, protein 2 acheived\Theta 0.5 or 50% site occupied so it's affinity is highest while protein 1 showed least affinity for its ligand which is hormone.

So more affinity means more strongly binds so answer wil be protein 2 which is option no. 3

Hope it's clear..thanks

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