A. Concepts and Principles of Qualitative and Quantitative Analysis Flashcards

(27 cards)

1
Q

_____ reveals the identity of the elements and compounds in a sample.

____ indicates the
amount of each substance in a sample.

A

Qualitative analysis

Quantitative analysis

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2
Q

An ____ is the process of determining how much of a given sample is the material by its indicated name.

A

assay

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3
Q

The sample MUST be ___ of the population

A

representative

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4
Q

The ____, is the collection of all of the components in the sample containing an analyte

A

matrix, or sample matrix

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5
Q

Used in evaporating liquids to remove nitrate ion and nitrogen oxides from acidic solutions

A

urea

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6
Q

Chloride and nitrate (and other organic constituents) can be removed from a solution by adding ___ and evaporating until copious white fumes of ___ are observed.

This process is called ____

A

sulfuric acid -> sulfur trioxide

wet ashing

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7
Q

Ammonium chloride is best removed by adding ___ and evaporating the solution to a small volume.

A

concentrated nitric acid

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8
Q

Ammonium ion can be removed from a liquid by ___

A

heating - rapidly oxidizes

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9
Q

A ____is the weighing error that develops when the object being weighed has a significantly different density than the masses.

A

buoyancy error

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10
Q

How to approach this problem?

A bottle weighed 7.6500 g empty and 9.9700 g after introduction of an organic liquid with a density of 0.92 g/cm3. The balance was equipped with stainless steel masses (= 8.0 g/cm3). Correct the mass of the sample for the effects of buoyancy.

A
  1. Get the mass of liquid
    (m filled - m empty)
  2. d of air = 0.0012 g/mL
    d of liquid = 0.92 g/mL
    d of masses = 8.0 g/mL
  3. W = W1 + W1 [(0.0012/0.92) - (0.0012/8.0)]
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11
Q

____ is a process in which a solid is cycled through heating, cooling, and weighing steps until its mass becomes constant to within 0.2 to 0.3 mg.

A

Drying or ignition to constant mass

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12
Q

____ is a process in which a solid moves up the side of a wetted container or filter paper

A

creeping

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13
Q

____ is a measured fraction of the volume of a liquid sample.

A

aliquot

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14
Q

Mnemonics for SI units prefixes

A

The (tera)
Great (giga)
Man (mega)
king (kilo)
henry (hecto)
d(a)ied (deca)
drinking (deci)
chocolate (centi)
milk (milli)
μntil (micro)
nine (nano)
pm (pico)

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15
Q

SI Base units for
1. mass
2. length
3. time
4. temperature
5. amount of substance
6. electric current
7. luminous intensity

A
  1. kg
  2. m
  3. s
  4. K
  5. mol
  6. A
  7. cd (candela)
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16
Q

Differentiate mass and weight

A

Mass m is an invariant measure of the quantity of matter. Weight w is the force of gravitational attraction between that matter and Earth.

w = mg

17
Q

Value of mole/ Avogadro’s number

A

6.022 x 10^23

18
Q

Difference between molar analytical concentration and molar equilibrium concentration

A

molar analytical concentration Cx- total number of moles of a solute, regardless of its chemical state, in 1 L of solution.

molar equilibrium concentration [X]- the molar concentration of a particular species in a solution.

19
Q

How to approach this problem?

Calculate the analytical and equilibrium molar concentrations of the solute species in an aqueous solution that contains 285 mg of trichloroacetic acid, Cl3CCOOH (163.4 g/mol), in 10.0 mL (the acid is 73% ionized in water).

A
  1. Get the M (mmol/mL) of Cl3CCOOH
  2. [Cl3CCOO-] = 73% of (M Cl3CCOOH)
    - this is also equal to [H+] since 1:1 mole ratio
  3. [Cl3CCOOH] = 27% of (M Cl3CCOOH)
  4. C of Cl3CCOOH = [Cl3CCOOH] + [Cl3CCOO-] = M of Cl3CCOOH
20
Q

Differentiate the three %concentration

A

w/w: (weight of solute/weight of solution) x 100

v/v: (volume of solute/volume of solution) x 100

w/v: (weight of solute in grams /volume of solution in mL) x 100
w/v: g/mL x 100

21
Q

The only %concentration that is temperature dependent

A

w/w concentration
(aka mass concentration)

22
Q

Equalities for ppm, ppb, and ppt

A

ppt = (mass of solute / mass of solution) x 10^3
ppt = (mass of solute in g / volume of solution in L)
ppt = g/L

ppm = (mass of solute / mass of solution) x 10^6
ppm = (mass of solute in mg / volume of solution in L)
ppm = mg/L

ppb = (mass of solute / mass of solution) x 10^9
ppb = (mass of solute in μg / volume of solution in L)
ppb = μg/L

IMPORTANT: ppt = g/L, ppm = mg/L, and ppb = μg/L are only applicable if densities of solvent is approximately 1.00 g/mL

23
Q

The p-value is the ___ of the molar concentration of that species.

A

negative logarithm (to the base 10)

pX = -log [X]

24
Q

Differentiate density and specific gravity

A

The density (g/mL) of a substance is its mass per unit volume, and its specific gravity (dimensionless) is the ratio of its mass to the mass of an equal volume of water at 4°C.

25
How to approach this problem? Describe the preparation of 100 mL of 6.0 M HCl from a concentrated solution that has a specific gravity of 1.18 and is 37% (w/w) HCl (36.5 g/mol).
1. Use C1V1 = C2V2 - convert the 37% (w/w) HCl to M using density/specific gravity IMPORTANT: new volume is required when diluting concentrated solution
26
How to approach this problem? What mass of Ag2CO3 (275.7 g/mol) is formed when 25.0 mL of 0.200 M AgNO3 are mixed with 50.0 mL of 0.0800 M Na2CO3?
1. Balanced equation 2. Identify the LR and ER 3. Use amount of LR to solve for product formed in this example: 25.0 mL of 0.200 M AgNO3 (LR) -> mol AgNO3 -> mol Ag2CO3 -> g Ag2CO3
27
How to approach this problem? What will be the molar analytical concentration of Na2CO3 in the solution produced when 25.0 mL of 0.200 M AgNO3 is mixed with 50.0 mL of 0.0800 M Na2CO3?
1. Balanced equation 2. Identify the LR and ER 3. Use the mole LR to compute for mole ER used 4. Subtract the mole ER used from initial mole ER to get mole ER remaining 5. Divide mole ER remaining by total volume (V ER + V LR)