AP Chem Memorization Final Flashcards
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13761501072 | Acetate | C₂H₃O₂⁻ | 0 | |
13761501073 | Bromate | BrO₃⁻ | 1 | |
13761501077 | Chlorate | ClO₃⁻ | 2 | |
13761501081 | Cyanide | CN⁻ | 3 | |
13761501082 | Hydroxide | OH⁻ | 4 | |
13761501083 | Iodate | IO₃⁻ | 5 | |
13761501087 | Nitrate | NO₃⁻ | 6 | |
13761501091 | Permanganate | MnO₄⁻ | 7 | |
13761501092 | Thiocyanate | SCN⁻ | 8 | |
13761501093 | Carbonate | CO₃²⁻ | 9 | |
13761501097 | Chromate | CrO₄²⁻ | 10 | |
13761501098 | Dichromate | Cr₂O₇²⁻ | 11 | |
13761501099 | Oxalate | C₂O₄²⁻ | 12 | |
13761501100 | Peroxide | O₂²⁻ | 13 | |
13761501101 | Selenate | SeO₄²⁻ | 14 | |
13761501102 | Silicate | SiO₃²⁻ | 15 | |
13761501103 | Sulfate | SO₄²⁻ | 16 | |
13761501107 | Thiosulfate | S₂O₃²⁻ | 17 | |
13761501108 | Arsenate | AsO₄³⁻ | 18 | |
13761501109 | Borate | BO₃³⁻ | 19 | |
13761501110 | Citrate | C₆H₅O₇³⁻ | 20 | |
13761501111 | Phosphate | PO₄³⁻ | 21 | |
13761501115 | Ammonium | NH₄⁺ | 22 | |
13761501116 | Mercury (I) | Hg₂²⁺ | 23 | |
13761501117 | Mercury (II) | Hg²⁺ | 24 | |
13761501118 | Bicarbonate | HCO₃⁻ | 25 | |
13761501119 | Hydride | H⁻ | 26 | |
13761501120 | combustion | C₂H₄ + O₂ → CO₂ + H₂O | 27 | |
13761501121 | synthesis | Ag + Cl₂ → AlCl₃ | 28 | |
13761501122 | decomposition | FeO → Fe + O₂ | 29 | |
13761501123 | Single replacement | Mg + AgCl -->Ag + MgCl₂ | 30 | |
13761501124 | Double replacement | NaCl + PbO → PbCl₂ + Na₂O | 31 | |
13761501125 | Acid base reaction | HCl + NaOH → NaCl + H₂O | 32 | |
13761501126 | first-order reaction | sum of n & m is 1...if concentration of reactants doubles, so does products | 33 | |
13761501127 | integrated first-order rate law | concentration of the reactant as a function of time when n + m = 1, plot of ln[A] vs. time is a straight line | 34 | |
13761501129 | second-order rate law | doubling the concentration of A quadruples the reaction rate, rate = k[A]², plot of 1/[A] vs. t will be linear | 35 | |
13761501130 | integrated second order rate law | 1/[A] = kt + 1/[A] | 36 | |
13761501131 | zero-order reaction | rate = k[A]^0 = k, rate is constant, does not change with concentration as does 1st & 2nd order | 37 | |
13761501132 | integrated zero-order rate law | [A] = -kt + [A] | 38 | |
13761501133 | Rate | ∆[A] / ∆ t | 39 | |
13761501134 | 0 Order Rate Law | rate = k | 40 | |
13761501135 | 1st Order Rate Law | rate = k[A] | 41 | |
13761501136 | 2nd Order Rate Law | rate = k[A]² | 42 | |
13761501137 | 0 Order Integrated Rate Law | [A] = -kt + [A]₀ | 43 | |
13761501138 | 1st Order Integrated Rate Law | ln[A] = -kt + ln[A]₀ | 44 | |
13761501139 | 2nd Order Integrated Rate Law | 1/[A] = +kt + 1/[A]₀ | 45 | |
13761501140 | 0 Order Graph | ![]() | 46 | |
13761501141 | 1st Order Graph | ![]() | 47 | |
13761501142 | 2nd Order Graph | ![]() | 48 | |
13761501146 | Zero Order Half Life | t½ = [A]₀ / 2k | 49 | |
13761501147 | 1st Order Half Life | t½ = 0.693 / k | 50 | |
13761501148 | 2nd Order Half Life | t½ = 1 / k [A]₀ | 51 | |
13761501149 | k<1 | Left (k) | 52 | |
13761501150 | k>1 | Right (k) | 53 | |
13761501151 | k = 1 | At equilibrium (k) | 54 | |
13761501152 | Q > k | Left (Q) | 55 | |
13761501153 | Q < k | Right (Q) | 56 | |
13761501154 | Q = k | At Equilibrium (Q) | 57 | |
13761501155 | Remove reactant | Left (reactant) | 58 | |
13761501156 | Add reactant | Right (product) | 59 | |
13761501157 | Add inert gas | No change (gas) | 60 | |
13761501158 | Add product | Left (reactant) | 61 | |
13761501159 | Remove product | Right (product) | 62 | |
13761501213 | Volume of container increases, More moles on left/less moles on right | Left (volume) | 63 | |
13761501161 | Volume of container increases, More moles on right/less moles on left | Right (volume) | 64 | |
13761501162 | Volume of container increases, Same number of moles on both sides | At equilibrium (volume) | 65 | |
13761501163 | Increase temperature | Right (temperature) | 66 | |
13761501164 | Decrease Temperature | Left (temperature) | 67 | |
13761501165 | Exothermic | Left (exo/endo) | 68 | |
13761501166 | Endothermic | Right (exo/endo) | 69 | |
13761501167 | ∆ - H | Left (∆H) | 70 | |
13761501168 | ∆ + H | Right (∆H) | 71 | |
13761501169 | Volume of container decreases, More moles on left/less moles on right | right (volume) | 72 | |
13761501170 | Volume of container decreases, More moles on right/less moles on left | left (volume) | 73 | |
13761501171 | Alkali metals, ammonium, nitrates | always soluble | 74 | |
13761501176 | hydroxides, carbonates, phosphates, and sulfites | insoluble except alkali & ammonium | 75 | |
13761501178 | chlorides, bromides, and iodides | soluble except Ag, Pb, Hg, and Cu | 76 | |
13761501184 | sulfides | soluble with alkali, ammonium, and alkaline only | 77 | |
13761501185 | sulfates | soluble except Ca, Sr, Ba, Ra, Ag or Pb | 78 | |
13761501191 | + q | endothermic (q) | 79 | |
13761501192 | -q | exothermic (q) | 80 | |
13761501193 | +w | surroundings do work on the system (w) | 81 | |
13761501194 | -w | system does work on the surroundings (w) | 82 | |
13761501195 | breaking bonds | + (bonds) | 83 | |
13761501196 | forming bonds | - (bonds) | 84 | |
13761501197 | + ∆ H | absorbing heat, endothermic (∆H) | 85 | |
13761501198 | -∆H | releasing heat, exothermic (∆H) | 86 | |
13761501199 | +∆ S° | spontaneous (∆S) | 87 | |
13761501200 | -∆ S° | not spontaneous (∆S) | 88 | |
13761501201 | +∆ S° surr | entropy of universe increases (∆S Surroundings) | 89 | |
13761501218 | -∆ S° surr | entropy of universe decreases (∆S Surroundings) | 90 | |
13761501202 | + ∆ G° | NOT spontaneous (∆G) | 91 | |
13761501203 | - ∆ G° | Spontaneous (∆G) | 92 | |
13761501204 | ∆ G° = 0 | System is in Equilibrium (∆G) | 93 | |
13761501205 | when +∆ S° and -∆H | spontaneous at ALL temps (∆S & ∆H) | 94 | |
13761501206 | when +∆ S° and +∆H | spontaneous at only high temps (∆S & ∆H) | 95 | |
13761501207 | when -∆ S° and -∆H | spontaneous only at low temps (∆S & ∆H) | 96 | |
13761501208 | when -∆ S° and +∆H | NOT spontaneous at any temps (∆S & ∆H) | 97 | |
13761501209 | more gas moles on left (reactants) | -∆ S° | 98 | |
13761501210 | more gas moles on right (products) | +∆ S° | 99 | |
13761501211 | when +∆ G° | ∆ S° is,- | 100 | |
13761501212 | when -∆ G° | ∆ S° is,+ | 101 |