Chapter 8: Q8P (page 183)

Calculate the activity coefficient of ${AI}^{3 +}$ when role="math" localid="1654836623327" $μ = 0.083 M$ by using linear interpolation in Table $8 - 1$ .

Short Answer

Expert verified

Thus the activity coefficient of ${AI}^{3 +}$ when $μ = 0.083 M$ using linear interpolation in Table $8 - 1 is 0.202 M$

Step by step solution

Representation of the Table 8-1, which is used for Interpolation.

The given task is to calculate the activity coefficient of ${AI}^{3 +}$ when $μ = 0.083 M$ using the linear interpolation in Table $8 - 1$ .The table $8 - 1$ is given below,

Calculating the Activity Coefficient using Interpolation.

In the task,we need to find the activity coefficient using the equation for interpolation.

$γ = (\frac{0.083 - 0.05}{0.1 - 0.05} \times (0.18 - 0.245)) + 0.245 = 0.202 M$

Which gives us the activity coefficient of ${AI}^{3 -}$ when $μ = 0.083 M$ .

Thus the activity coefficient of ${AI}^{3 +}$ when localid="1654837296480" $μ = 0.083 M is 0.202 M$

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Calculate the activity coefficient of ${AI}^{3 +}$ when role="math" localid="1654836623327" $μ = 0.083 M$ by using linear interpolation in Table $8 - 1$ .

Short Answer

Step by step solution

Representation of the Table 8-1, which is used for Interpolation.

Calculating the Activity Coefficient using Interpolation.

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Calculate the activity coefficient of AI3+when role="math" localid="1654836623327" μ=0.083Mby using linear interpolation in Table 8-1 .

Short Answer

Step by step solution

Representation of the Table 8-1, which is used for Interpolation.

Calculating the Activity Coefficient using Interpolation.

One App. One Place for Learning.

Most popular questions from this chapter

Recommended explanations on Chemistry Textbooks

Making Measurements

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Study anywhere. Anytime. Across all devices.

Calculate the activity coefficient of ${AI}^{3 +}$ when role="math" localid="1654836623327" $μ = 0.083 M$ by using linear interpolation in Table $8 - 1$ .