Chapter 23: Q26P (page 630)

The retention volume of a solute is 76.2mL for a column with $V_{m} = 16.6 mL$ and $V_{s} = 12.7 mL$ . Calculate the retention factor and the partition coefficient for this solute.

Short Answer

Expert verified

Retention factor = k = 3.59
Partition coefficient= K = 4.69

Step by step solution

Given Information:

$V_{r} = 76.2 mL, V_{m} = 16.6 mL, V_{s} = 12.7 mL$

To find the Retention factor:

Retention factor as

$k = \frac{V_{r} - V_{m}}{V_{m}}$

Substitute the given data values are

$k = \frac{76.2 mL - 16.6 mL}{V_{m}} k = 3.59$

To find the Partition coefficient;

$K = k \times \frac{V_{m}}{V_{s}}$

Substitute the given data values are

$k = 3.59 \times 16.6 mL K = 4.69$

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The retention volume of a solute is 76.2mL for a column with $V_{m} = 16.6 mL$ and $V_{s} = 12.7 mL$ . Calculate the retention factor and the partition coefficient for this solute.

Short Answer

Step by step solution

Given Information:

To find the Retention factor:

To find the Partition coefficient;

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The retention volume of a solute is 76.2mL for a column withVm=16.6mL andVs=12.7mL . Calculate the retention factor and the partition coefficient for this solute.

Short Answer

Step by step solution

Given Information:

To find the Retention factor:

To find the Partition coefficient;

One App. One Place for Learning.

Most popular questions from this chapter

Recommended explanations on Chemistry Textbooks

Organic Chemistry

Nuclear Chemistry

Chemical Reactions

Physical Chemistry

Making Measurements

Kinetics

Study anywhere. Anytime. Across all devices.

The retention volume of a solute is 76.2mL for a column with $V_{m} = 16.6 mL$ and $V_{s} = 12.7 mL$ . Calculate the retention factor and the partition coefficient for this solute.