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State when standard additions and internal standards, instead of a calibration curve, are desirable, and why.

Short Answer

Expert verified

The cause of desirability is described in the below steps

Step by step solution

01

The definition of the question

In this job, That will be discussed when standard additions and internal standards are preferable to a calibration curve.

02

Desirability of standard additions

They are advantageous when the sample matrix is unknown or difficult to duplicate, as well as when unexpected matrix effects are anticipated.

03

Desirability of internal standards

They are advantageous when instrument conditions vary from turn to turn and they are added to an unknown sample matrix at the start when uncontrolled and severe sample loss occurs.

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Most popular questions from this chapter

Standard addition graph. Tooth enamel consists mainly of the mineral calcium hydroxyapatite,C10PA46OH2. Trace elements in teeth of archeological specimens provide anthropologists with clues about diet and diseases of ancient people. Students at Hamline University used atomic absorption spectroscopy to measure strontium in enamel from extracted wisdom teeth. Solutions were prepared with a constant total volume of 10.0mLcontaining role="math" localid="1667792217398" 0.750mgof dissolved tooth enamel plus variable concentrations of added Sr.

(a) Find the concentration of Sr and its uncertainty in therole="math" localid="1667792593357" 10-mLsample solution in parts per billion =ng/mL.

(b) Find the concentration of Sr in tooth enamel in parts per million =μgg.

(c) If the standard addition intercept is the major source of uncertainty, find the uncertainty in the concentration of Sr in tooth enamel in parts per million.

(d) Find the 95%confidence interval for Sr in tooth enamel.

Detection limit. A sensitive chromatographic method was developed to measure sub-part-per-billion levels of the disinfectant by-products iodate(IO3-), chlorite(CIO2-), and bromate(BrO3-)in drinking water. As the oxyhalides emerge from the column, they absorption at267nm. For example, each mole of BrO3-+8Br-+6H+R3Br3-+3H2Obromate makes by the reaction

Bromate near its detection limit gave the following chromatographic peak heights and standard deviations (s). For each concentration, estimate the detection limit. Find the mean detection limit. The blank is 0 because chromatographic peak height is measured from the baseline adjacent to the peak. Because blank =0, relative standard deviation applies to both peak height and concentration, which are proportional to each other. Detection limit is 3 s for peak height or concentration.

Standard addition. An unknown sample of Ni2+gave a current of 2.36μ´¡in an electrochemical analysis. When 0.500mLof solution containing role="math" localid="1654761474124" 0.0187MNi2+was added to 25.0mLof unknown, the current increased to 3.79μ´¡.

(a) Denoting the initial, unknown concentration as [Ni2+], write an expression for the final concentration, [Ni2+]f, after role="math" 25.0mLof unknown were mixed with 0.500mLof standard. Use the dilution factor for this calculation.

(b) In a similar manner, write the final concentration of added standard Ni2+, designated as [S]f.

(c) Find[Ni2+]in the unknown.

How can you validate precision and accuracy?

Spike recovery and detection limit. Species of arsenic found in drinking water include AaO33-(arsenite), AaO33-(arsenate),role="math" localid="1655008942536" (CH3)2Aso2(dimethylarsinate), and (CH3)AsO32-(methylarsonate). Pure water containing no arsenic was spiked with 0.40μ²µarsenate/L. Seven replicate determinations gave 0.39,0.40,0.38, 0.41,0.36,0.35, and 0.39μ²µ/L15Find the mean percent recovery of the spike and the concentration detection limit (μ³Ò/L).

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