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Out-Chap-14-1423

Course: CHEM 1423, Spring 2011
School: North Texas
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Word Count: 405

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CHEMISTRY THE OF SOLUTES AND SOLUTIONS Chapter 14 Outline Probs: Sect. 6, 7, 27, 28, 30, 35, 37, 38, 40, 41, 43, 46, 48, 54 + Supplementary Questions (attached) Title and Comments Required? 1. Solubility and Intermolecular Forces YES 2. Enthalpy, Entropy and Dissolving Solutes YES 3. Solubility and Equilibrium Well just cover the basic concepts of unsaturated, saturated and supersaturated solutions....

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CHEMISTRY THE OF SOLUTES AND SOLUTIONS Chapter 14 Outline Probs: Sect. 6, 7, 27, 28, 30, 35, 37, 38, 40, 41, 43, 46, 48, 54 + Supplementary Questions (attached) Title and Comments Required? 1. Solubility and Intermolecular Forces YES 2. Enthalpy, Entropy and Dissolving Solutes YES 3. Solubility and Equilibrium Well just cover the basic concepts of unsaturated, saturated and supersaturated solutions. 4. Temperature and Solubility YES 5. Pressure and Dissolving Gases YES 6. Solution Concentration: Keeping Track of Units YES 7. Vapor Pressures, Boiling Points, Freezing Points and Osmotic Pressures of Solutions YES BRIEFLY Note: When covering Osmotic Pressure, we will add discussions of Osmotic Shock and of Reverse Osmosis. NOTE: You are encouraged to study the Sample Exercises in the sections. Often in class, we will work alternative examples instead, in order to give you a wider range of worked problems. CHAPTER 14 SUPPLEMENTARY HOMEWORK QUESTIONS 1. The process of dissolving is favored if the interactions are weaker than the interations. a. solute-solvent; solute-solute and solvent-solvent b. solvent-solvent; solute-solute and solute-solvent c. solute-solute and solvent-solvent; solute-solvent d. solute-solvent and solvent-solvent; solute-solute e. solute-solute; solute-solvent and solvent-solvent 2. Two liquids which mix together in all proportions said are to be a. miscible; their intermolecular interactions are dissimilar b. miscible; their intermolecular interactions are similar c. miscible; their densities are dissimilar d. immiscible; their intermolecular interactions are similar e. immiscible; their intermolecular interactions are dissimilar ; they mix because _____. 3. The concentration unit one part per billion ( one ppb) is equivalent to one of solution. a. mg; g b. g; g c. mg; kg d. g; kg e. ng; kg of solute per 4. If 750 mL of a certain solution contains 50.0 g Na2SO4, the sodium ion concentration, [Na+], is a. 0.264 M b. 0.315 M c. 0.469 M d. 0.560 M e. 0.939 M 5. The freezing points of the following aqueous solutions, from highest to lowest, are: 0.25 m glucose, C6H12O6 a. C6H12O6 > NH4NO3 > CaCl2 b. C6H12O6 > CaCl2 > NH4NO3 c. CaCl2 > C6H12O6 > NH4NO3 d. CaCl2 > NH4NO3 > C6H12O6 e. NH4NO3 > C6H12O6 > CaCl2 0.15 m CaCl2 0.20 m NH4NO3 6. A sample of the strong electrolyte, potassium phosphate (K3PO4) is dissolved in 400 grams of water. The boiling point of the solution is 102.65 oC. How many moles of K3PO4 are contained in the mixture? 7. An aqueous solution of phosphoric acid, H3PO4, contains 285 g H3PO4 in 400 mL solution, and has a density of 1.35 g/mL. Calculate (a) the weight % H3PO4 in this solution. (b) the concentration in mol/L of this solution
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North Texas - CHEM - 1423
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Math 2700 (Cherry) Homework for the Week of February 27 March 2Reading. Finish reading Chapter 2. We will skip section 2.7, at least for now.Quiz. We will have a quiz on Friday, March 2 on matrix inversion (nding the inverse of a matrix).Web HomeworkY
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North Texas - MATH - 2700
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North Texas - MATH - 2700
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North Texas - MATH - 2700
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North Texas - MATH - 2700
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North Texas - MATH - 2700
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North Texas - MATH - 2700
North Texas - MATH - 2700
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North Texas - MATH - 2700
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North Texas - MATH - 5530
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North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530
North Texas - MATH - 5530