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Iodine reacts with mesitylene to form a complex with an absorption maximum at 332 nm in CCl4 solution:

(b)Spectrophotometric data for this reaction are shown in the table.Because[mesitylene]tot>>[I2],we can say that [mesitylene][mesitylene]tot. Prepare a graph ofA/([mesitylene][I2]tot)versusA/[I2]totand find the equilibrium constant and molar absorptivity of the complex.

Short Answer

Expert verified

The equilibrium constant is 0.464 and molar absorptivity is 1.074104M-1cm-1.

Step by step solution

01

Define molar absorptivity.

It is measurement of how strongly a chemical species absorbs light at a given wavelength.

02

Draw a graph.

03

Calculate equilibrium constant.

From the graph, slope is -0.464. The slope is 鈥揔.

So, K = 0.464.

Using function of intercept, we calculate y- intercept.

So, the intercept is 4.984 .103

04

Calculate molar absorptivity.

O'=y-interceptKo'=4.984.1030.464o'=1.074.104M-1cm-1

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Most popular questions from this chapter

Find the concentration of [X] if the absorbance are 0.700 at 272 nm and

0.550 at 327 nm.

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Scatchard plot for binding of estradiol to albumin. Data in the table come from a student experiment to measure the binding constant of the radioactively labeled hormone estradiol (X)to the protein, bovine serum albumin (P).Estradiol(7.5nM)was equilibrated with various concentrations of albumin for 30minat37C.A small fraction of unbound estradiol was removed by solid phase microextraction (Section24-4) and measured by liquid scintillation counting. Albumin is present in large excess, so its concentration in any given solution is essentially equal to its initial concentration in that solution. Call the initial concentration of estradiol [X]0and the final concentration of unbound estradiol [X]. Then bound estradiol is[X]0[X]and the equilibrium constant is

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which you can rearrange to
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A graph of [X]0/[X]versus [P]should be a straight line with a slope of K.The quotient [X]0/[X]is equal to the counts of radioactive estradiol extracted from a solution without albumin divided by the counts of estradiol extracted from a solution with estradiol. (b) What fraction of estradiol is bound to albumin at the first and last points?

This problem can be worked by calculator or with the spreadsheet in Figure 19-4. Consider compounds X and Y in the example labeled 鈥淎nalysis of a Mixture, Using Equations 19-6鈥 on page 464. Find [X] and [Y] in a solution whose absorbance is 0.233 at 272 nm and 0.200 at 327 nm in a 0.100-cm cell.

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