Make an ICE table and find equilibriun Concentration jt Kq = 100 Ź if KG =10 Equation: L-DOPA + Beta-cyclodextrin ş Complex cočo) (L-00PA / B-cn) [L-DOPA]= 125Mm) CBCOJ = 125MM. Ka= [complex} [EDOPA] CB CD]
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Make an ICE table and find equilibrium concentrations if Ka = 100 AND if ka = 10
![## How to Create an ICE Table and Find Equilibrium Concentration
### Step 1: Identify the Reaction
For the reaction under consideration:
\[ \text{L-DOPA} + \text{Beta-cyclodextrin} \leftrightharpoons \text{Complex (L-DOPA/β-CD)} \]
### Step 2: Write the Initial Concentrations
Given:
- \([\text{L-DOPA}] = 125 \mu M\)
- \([\text{β-CD}] = 125 \mu M\)
### Step 3: Establish the Equilibrium Constant \(K_a\)
The equilibrium constant \(K_a\) is defined as:
\[ K_a = \frac{[\text{Complex}]}{[\text{L-DOPA}][\text{β-CD}]} \]
### Cases for Different \(K_a\) Values
- If \(K_a = 100\)
- If \(K_a = 10\)
### ICE Table Framework
The ICE table (Initial, Change, Equilibrium) is a crucial tool in finding the equilibrium concentrations. It is structured as follows:
#### For \(K_a = 100\):
| | \([\text{L-DOPA}]\) | \([\text{β-CD}]\) | \([\text{Complex (L-DOPA/β-CD)}]\) |
|-----------|----------------------|-------------------|-------------------------------------|
| Initial | 125 µM | 125 µM | 0 µM |
| Change | -x | -x | +x |
| Equilibrium | 125 - x | 125 - x | x |
#### For \(K_a = 10\):
| | \([\text{L-DOPA}]\) | \([\text{β-CD}]\) | \([\text{Complex (L-DOPA/β-CD)}]\) |
|-----------|----------------------|-------------------|-------------------------------------|
| Initial | 125 µM | 125 µM | 0 µM |
| Change | -x | -x | +x |
| Equilibrium | 125 - x | 125 - x | x |
고 \
This table can be used to set up and solve the equations needed to find the equilibrium values.
### Solving for Equ](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F02ec4b82-5ff0-4052-a25d-a8fd5708f2e2%2F9cdf22d7-7550-4d97-8f2a-a2ef1d73d5f0%2Fvpujpf_processed.png&w=3840&q=75)
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