Chapter 4 Flashcards

(56 cards)

1
Q

Define molecular weight (a.k.a. molecular mass).

A

The sum of the atomic weights of all atoms in a single molecule, expressed in amu per molecule.

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2
Q

Define formula weight.

A

The sum of the atomic weights of the constituent ions of an ionic compound’s empirical formula (units = amu per formula unit).

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3
Q

Avogadro’s number (Nₐ) = ?

A

6.022 × 10²³ particles mol⁻¹

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4
Q

General equation to convert grams → moles.

A

moles = mass (g) / molar mass (g mol⁻¹)

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5
Q

[Mnemonic] “G → mol → particles” shortcut phrase.

A

“Grams down, Avogadro up” — divide by molar mass to go down to moles, multiply by Nₐ to go up to particles.

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6
Q

Calculate the molecular weight of SOCl₂.

A

32.1 + 16.0 + (2 × 35.5) = 119.1 amu

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7
Q

9.53 g of MgCl₂ correspond to how many moles?

A

Molar mass ≈ 95.3 g mol⁻¹ ⇒ 0.10 mol.

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8
Q

Define equivalent (eq).

A

The amount of a species that donates or accepts 1 mole of the specified particle (H⁺, e⁻, etc.).

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9
Q

Equation for gram equivalent weight (GEW).

A

GEW = molar mass / n where n = # of particles of interest per molecule.

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10
Q

GEW of H₂SO₄ for acid–base problems.

A

98.1 / 2 ≈ 49.0 g eq⁻¹ (donates 2 H⁺).

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11
Q

Define normality (N).

A

Moles of equivalents per liter of solution: N = M × n.

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12
Q

Normality of 2 M Mg(OH)₂ (base chemistry).

A

N = 2 M × 2 = 4 N (2 OH⁻ per formula unit).

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13
Q

Empirical vs molecular formula.

A

Empirical = smallest whole‑number ratio; Molecular = actual number of each atom (multiple of empirical).

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14
Q

Percent composition formula (by mass).

A

% = (mass of element in formula / molar mass) × 100

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15
Q

Law of constant composition statement.

A

Any pure sample of a compound contains the same elements in identical mass ratios.

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16
Q

Empirical formula of a carb w/ 40.9 % C, 4.58 % H, 54.5 % O.

A

C₃H₄O₃

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17
Q

[MCAT‑Check] If NaBr = 102.9 g mol⁻¹, how many moles in 205.8 g?

A

2.00 mol

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18
Q

Define a combination (synthesis) reaction.

A

Two or more reactants → one product (A + B → C).

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19
Q

Define a decomposition reaction.

A

One reactant → two or more products (A → B + C).

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20
Q

Combustion reaction hallmarks.

A

Fuel (often hydrocarbon) + O₂ → CO₂ + H₂O; exothermic oxidation.

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21
Q

Single‑displacement vs double‑displacement (metathesis).

A

Single: A + BC → B + AC. Double: AB + CD → AD + CB (often precipitate, gas, or weak electrolyte).

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22
Q

Neutralization reaction definition.

A

Acid + base → salt (and often water); subtype of double‑displacement.

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23
Q

Laws obeyed when balancing.

A

Conservation of mass and charge.

24
Q

Heuristic order to balance.

A

1) Cations/least abundant element, 2) anions, 3) oxygen, 4) hydrogen.

25
[Mnemonic] “CH O H” — Carbon first, Hydrogen last for combustion equations.
26
Three‑step stoichiometry road map.
Convert to moles → mole ratio → convert to desired units.
27
Define limiting reagent.
Reactant that is consumed first, limiting amount of product.
28
Two principles for finding limiting reagent.
(i) Convert all reactant amounts to moles. (ii) Compare mole ratios to coefficients, not masses.
29
Equation for percent yield.
(actual yield / theoretical yield) × 100
30
[Practice] 28 g Cu produced from 32.7 g Zn + excess CuSO₄. Percent yield?
~ 87.5 %.
31
Oxidation states of hydrogen (general, cationic, anionic).
+1 (H⁺), 0 (H₂), –1 (H⁻).
32
Roman‑numeral nomenclature example: Fe²⁺.
Iron(II).
33
Latin suffix method for Fe²⁺ / Fe³⁺.
Fe²⁺ = ferrous; Fe³⁺ = ferric.
34
Rule for monatomic anions.
End name with “‑ide”: O²⁻ = oxide, N³⁻ = nitride.
35
Oxyanion endings [Mnemonic] “Lite has less, ate has more O.”
NO₂⁻ = nitrite; NO₃⁻ = nitrate.
36
Prefixes for oxyanion series.
Hypo‑ (less O) < ite < ate < per‑…ate (most O).
37
Polyatomic ions with hydrogen naming convention.
Add “hydrogen” or “dihydrogen” before anion OR use prefix bi‑ for one H⁺ (e.g., HCO₃⁻ = hydrogen carbonate / bicarbonate).
38
Table of common polyatomic ions to memorize.
NH₄⁺ (ammonium), CN⁻ (cyanide), MnO₄⁻ (permanganate), SCN⁻ (thiocyanate), CrO₄²⁻ (chromate), Cr₂O₇²⁻ (dichromate), BO₃³⁻ (borate), C₂H₃O₂⁻ (acetate).
39
Define electrolyte.
A solute that dissociates into ions in solution, allowing it to conduct electricity.
40
Differences between strong and weak electrolytes.
Strong dissociate completely (e.g., NaCl, HCl); Weak ionize incompletely (e.g., CH₃COOH, NH₃).
41
[Mnemonic] Strong electrolytes “NACKI BASE”
— NaCl, KCl, ionic BASE salts.
42
Concept 4.1 #1 – Calculate molar mass: NaBr.
22.99 + 79.90 ≈ 102.9 g mol⁻¹
43
Concept 4.2 – One similarity & one difference between empirical vs molecular formulas.
Similarity: both show element proportions; Difference: empirical = simplest ratio, molecular = actual numbers.
44
Concept 4.3 – Classify reaction: CaCl₂(aq) + 2 AgNO₃(aq) → Ca(NO₃)₂(aq) + 2 AgCl(s).
Double‑displacement (precipitation)
45
Balance: ___ Na + ___ Cl₂ → ___ NaCl.
2 Na + 1 Cl₂ → 2 NaCl.
46
Identify limiting reagent: 27.9 g Fe + 24.1 g S → FeS.
Fe is limiting (0.5 mol Fe vs 0.75 mol S).
47
Is sucrose an electrolyte in water?
No – covalent, does not ionize (nonelectrolyte).
48
Provide formula & charge for hypochlorite.
ClO⁻
49
Provide cation/anion & formula for chromium(II).
Cation; Cr²⁺
50
Percent yield definition?
(Actual / Theoretical) × 100 %.
51
Avogadro = ?
“Six‑OH‑Two‑Two” (6.022×10²³).
52
Gram Equivalent Weight: ?
“Molar over n.”
53
Stoichiometry Steps: ?
“m → mol → mol → m.”
54
Reaction Types: ?
“Combos Decompose, Singles Date, Doubles Marry, Fires Combust, Acids Neutralize.”
55
Oxyanions: ?
“Per ‑ate > ‑ate > ‑ite > Hypo‑ite.”
56
Strong Electrolytes: ?
“Salts & Strong acids/bases are ‘SS’ — Super Strong.”