In an enzyme-catalysed reaction, if [s] = 10 km the velocity of the reaction is about:
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Answered by
0
since v is 80% of Vmax assume Vmax=1, therefore v=0.80
1/v = Km/Vmax x 1/[S] + 1/Vmax
1/0.80 = Km/1 x 1/[S] + 1/1
1/0.80 - 1/1 = Km/[S] * Km/1 was multiplied with 1/[S]
0.25= Km/[S] but we want [S]/Km ratio so.....
0.25[S]= Km *remember Km has invisible 1 coefficient
[S]/Km= 1/0.25
[S]/Km= 4
1/v = Km/Vmax x 1/[S] + 1/Vmax
1/0.80 = Km/1 x 1/[S] + 1/1
1/0.80 - 1/1 = Km/[S] * Km/1 was multiplied with 1/[S]
0.25= Km/[S] but we want [S]/Km ratio so.....
0.25[S]= Km *remember Km has invisible 1 coefficient
[S]/Km= 1/0.25
[S]/Km= 4
Answered by
1
Answer: The answer is 0.9 vmax
Explanation:
As we know that,
v = vmax × [S] ÷ Km + [S]
So, we have [S]= 10Km Putting the value,
v= vmax × 10Km ÷ Km + 10Km
= vmax 10Km ÷ 11Km
v = 0.9 vmax
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