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Exp # [A] [B] [C] Rate 1) 27 C 0.10 0.10 0.10 4.0

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1A + 2B  1C + 1D Calculate the equilibrium concentrations of each species when 150 mL 2.5 M A is mixed with 100.0 mL 2.5 M B. K c = 2.0 x 10 -10. 1A + 2B  1C + 1D Calculate the equilibrium concentrations of each species when a solution is made with 1.0 M A & 1.0 M B. K c = 2.0 x 10 -12. - PowerPoint PPT Presentation
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1A + 2B 1C + 1D Calculate the equilibrium concentrations of each species when 150 mL 2.5 M A is mixed with 100.0 mL 2.5 M B. K c = 2.0 x 10 -10
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Page 1: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

1A + 2B 1C + 1DCalculate the equilibrium

concentrations of each species when 150 mL 2.5 M A is mixed with 100.0 mL 2.5 M B. Kc = 2.0 x 10-10

Page 2: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

1A + 2B 1C + 1DCalculate the equilibrium

concentrations of each species when a solution is

made with 1.0 M A & 1.0 M B. Kc = 2.0 x 10-12

Page 3: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Exp # [A] [B] [C] Rate1) 27 C 0.10 0.10 0.10 4.0 2) 27 C 0.10 0.10 0.20 8.0 3) 27 C 0.10 0.20 0.20 64 4) 27 C 0.30 0.10 0.10 36 5)127 C 0.10 0.10 0.10 400.0

Page 4: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Exp # [A] [B] [C] Rate1) 27 C 0.10 0.10 0.10 4.0 2) 27 C 0.10 0.10 0.20 8.0 3) 27 C 0.10 0.20 0.20 64 4) 27 C 0.30 0.10 0.10 36 5)127 C 0.10 0.10 0.10 400.0

([A4]/[A1])a = rate4/rate1

3a = 9; thus, a = 2

Page 5: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Exp # [A] [B] [C] Rate1) 27 C 0.10 0.10 0.10 4.0 2) 27 C 0.10 0.10 0.20 8.0 3) 27 C 0.10 0.20 0.20 64 4) 27 C 0.30 0.10 0.10 36 5)127 C 0.10 0.10 0.10 400.0

([B3]/[B2])b = rate3/rate2

2b = 8; thus b = 3

Page 6: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Exp # [A] [B] [C] Rate1) 27 C 0.10 0.10 0.10 4.0 2) 27 C 0.10 0.10 0.20 8.0 3) 27 C 0.10 0.20 0.20 64 4) 27 C 0.30 0.10 0.10 36 5)127 C 0.10 0.10 0.10 400.0

([C2]/[C1])c = rate2/rate1

2c = 2; thus c = 1

Page 7: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Rate = k[A]2[B]3[C]

Rate[A]2[B]3[C]k =

Page 8: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

__NO2 __N2O4

__N2O4 + __CO __NO +__CO2

__ NO + __ CO2 __ N2O5 + __ C

__N2O5 + __C __C2N2O5

Page 9: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

__NO2 __N2O4

__N2O4 + __CO __NO +__CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 10: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

__NO2 __N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 11: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

__NO2 __N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 12: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 13: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

__N2 +__CO2 +__O2 __NO2 +__CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 14: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

2 N2 + 4 CO2 + 2 O2 4 NO2 + 4 CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

__N2O5 + __C __C2N2O5

Page 15: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

2 N2 + 4 CO2 + 2 O2 4 NO2 + 4 CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

2 N2 + 3 CO2 + 2 O2 2 N2O5 + 3 C __N2O5 + __C __C2N2O5

Page 16: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

2 N2 + 4 CO2 + 2 O2 4 NO2 + 4 CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

2 N2 + 3 CO2 + 2 O2 2 N2O5 + 3 C 2 N2O5 + 4 C 2 C2N2O5

Page 17: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

2 N2 + 4 CO2 + 2 O2 4 NO2 + 4 CO

4 NO2 2 N2O4

2 N2O4 + 4 CO 4 NO +4 CO2

4 NO + 3 CO2 2 N2O5 + 3 C

2 N2 + 3 CO2 + 2 O2 2 N2O5 + 3 C 2 N2O5 + 1 4 C 2 C2N2O5

Page 18: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0
Page 19: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Acid/Base

Page 20: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Properties of Acids·Sour taste, Change color of dyes, Conduct electricity in solution, React with many metals, React with bases to form salts

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Properties of Bases·Bitter taste, Feel slippery, Change color of dyes, Conduct electricity in solution, React with acids to form salts

Page 22: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Arrhenius·Acids: release H+ or H3O+ in solution

·Bases: release OH- in solution

Page 23: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Arrhenius·Acid: HA --> H+ + A- ·HCl --> H+ + Cl-

·Base: MOH --> M+ + OH-

·NaOH -->Na+ + OH-

Page 24: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Bronsted-Lowry·Acid: Proton donor ·Base: Proton Acceptor

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Bronsted-Lowry· HA + H2O --> H3O+ + A-

· HI + H2O --> H3O+ + I- · Acid Base CA CB· NH3 + H2O --> NH4

+ + OH-

· Base Acid CA CB

Page 26: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Lewis Acid/Base·Acid: Electron Acceptor ·Base: Electron Donor

Page 27: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Lewis Acid/BaseH3N: + BF3 --> H3N-BF3

Base Acid Neutral

Page 28: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill:•List 3 properties

each of both acids & bases

Page 29: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Common Names· H+ Hydrogen ion· H3O+ Hydronium ion· H- Hydride ion· OH- Hydroxide ion· NH3 Ammonia

· NH4+ Ammonium ion

Page 30: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Amphoterism·Can act like an acid or a base

·Can donate or accept protons

Page 31: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Define acids & bases by each of

the three methods

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Naming Acids· All acids are H-anion· If the anion is:· -ides hydro___ic acids· -ates ___ic acids· -ites ___ous acids

Page 33: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Naming Bases·Almost all bases are metal hydroxides

·Name by normal method·Ammonia (NH3) as well as many amines are bases

Page 34: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill: Name each of the following:

NaOH HIBa(OH)2 H2SO4

HMnO4 H3PO3

Page 35: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Strong Acids or Bases·Strong acids or bases ionize 100 % in solution

·Weak acids or bases ionize <100 % in solution

Page 36: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Strong Acids· HClO4 Perchloric acid

· H2SO4 Sulfuric acid

· HNO3 Nitric acid· HCl Hydrochloric acid· HBr Hydrobromic acid· HI Hydroiodic acid

Page 37: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Strong Bases· All column I hydroxides· Ca(OH)2 Calcium hydroxide

· Sr(OH)2 Strontium hydroxide

· Ba(OH)2 Barium hydroxide

Page 38: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Binary Acids·Acids containing only 2 elements

·HCl Hydrochloric acid·H2S Hydrosulfuric acid

Page 39: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Ternary Acids· Acids containing 3 elements

·H2SO4 Sulfuric acid

·H2SO3 Sulfurous acid

·HNO3 Nitric acid

Page 40: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill: Name & give the formula for at

least 4 each of strong acids & strong bases

Page 41: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Strong Acid/BaseIonizes 100 % (1 M) HA H+ + A-

1 M – all 1 1

Page 42: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Monoprotic Acids·Acids containing only one ionizable hydrogen

·HBr Hydrobromic acid·HCN Hydrocyanic acid·HC2H3O2 Acetic acid

Page 43: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Diprotic Acids·Acids containing 2 ionizable hydrogens

·H2SO4 Sulfuric acid

·H2SO3 Sulfurous acid

·H2CO3 Carbonic acid

Page 44: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Triprotic Acids·Acids containing 3 ionizable hydrogens

·H3PO4 Phosphoric acid

·H3PO3 Phosphorus acid

·H3AsO4 Arsenic acid

Page 45: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Polyprotic Acids· Acids containing more than one ionizable hydrogens

·H2SO4 Sulfuric acid

·H4SiO4 Silicic acid

·H2CO2 Carbonous acid

Page 46: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Monohydroxic Base·A base containing only one ionizable hydroxide

·NaOH Sodium hydroxide·KOH Potassium hydro.·LiOHLithium hydroxide

Page 47: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

AP CHM HW•Read: Chapter 13•Problems: 1 - 3•Page: 395

Page 48: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

CHM II HW•Read: Chapter 18•Problems: 3 & 5•Page: 787

Page 49: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Neutralization Rxn· A reaction between an acid

& a base making salt & H2O

·HA(aq) + MOH(aq) MA(aq) + H2O(l)

Page 50: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Neutralization Rxn

HCl(aq) + NaOH(aq)

NaCl(aq) + H2O(l)

Page 51: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill: Identify: acid, base, CA, & CB HCO3

- + H2O

H2CO3 + OH-

Page 52: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

pH·The negative log of the hydrogen or hydronium ion concentration

·pH = -log[H+]·pOH = -log[OH-]

Page 53: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Calculate the pH of each of the following:1) [H+] = 0.040 M2) [HCl] = 0.0025 M 3) [HBr] = 0.080 M

Page 54: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Calculate the pOH of each of the following:

1) [OH-] = 0.030 M2) [KOH] = 0.0025 M3) [NaOH] = 4.0 x 10-12 M

Page 55: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

AP CHM HW•Read Chapter 13•Work problems 17 & 19 on page 395

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Standard Solution

·A solution with known

concentration

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Titration· A method of determining the

concentration of one solution by reacting it with a standard solution

· MAVA = MBVB for monoprotics

Page 58: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Titration·When titrating acids against bases, the end point of the titration is at the equivalence point

Page 59: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Equivalence Point·The point where the H+

concentration is equal to the OH-

concentration

Page 60: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Titration No changes will be observed when titrating acids against bases; thus, one must use an indicator to see changes

Page 61: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Indicator·An organic dye that changes color when the pH changes

Page 62: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill:·Calculate the molarity of 25.0 mL HCl when it’s titrated to its equivalence point with 50.0 mL 0.200 M NaOH

Page 63: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Dilution Formula

M1V1 = M2V2

Page 64: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

·Calculate the mL of 16.0 M HNO3 it takes

to make 4.0 L of 0.100 M HNO3

Page 65: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Make Calculations·Calculate the mL of 12.5 M HCl required

to make 2.5 L of 0.200 M HCl

Page 66: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Molarity·Moles of solute per

liter of solution (M)

Page 67: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Normality·Number of moles of hydrogen or hydroxide ions per liter of solution (N)

Page 68: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Titration Formula·NAVA = NBVB ·Elliott’s Rule:·#HMAVA = #OHMBVB

Page 69: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Make Calculations·Calculate the molarity of 30.0 mL H2CO3 when it’s titrated to its equivalence point with 75.0 mL 0.200 M NaOH

Page 70: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Make Calculations·Calculate the molarity of 40.0 mL H3PO4 when it’s titrated to its equivalence point with 30.0 mL 0.20 M Ba(OH)2

Page 71: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Calculate the volume of 0.250 M HCl

needed to titrate 50.00 mL 0.200 M NaOH to its equivalence point

Page 72: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Calculate the molarity 25.0 mL H3PO4 that

neutralizes 50.00 mL 0.200 M Ca(OH)2 to its equivalence point

Page 73: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill: Calculate the volume of 0.10 M

H3PO4 that neutralizes 50.00 mL 0.200 M

Ca(OH)2 to its equivalence point

Page 74: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

AP CHM HW•Read: Chapter 13•Problems: 7 & 9•Page: 395

Page 75: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

CHM II HW•Read: Chapter 18•Problems: 27•Page: 787

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Drill: Calculate the molarity of 25.00 mL of H3PO4 that was titrated to its equivalence point

with 75.00 mL of0.125 M Ba(OH)2.

Page 77: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Drill: 3.2 g HI is dissolved in a

125 mL aqueous solution.

Calculate its pH.

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Titration Curve:Strong acid vs

strong base

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Page 80: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Titration Curve:Strong acid vs

strong base; then weak acid vs strong base

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Page 82: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0
Page 83: Exp #       [A]    [B]    [C]  Rate 1) 27 C   0.10   0.10   0.10      4.0

Titration Curve:Strong base vs

strong acid; then weak base vs strong acid

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