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Net Ionic Equations

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09. Net Ionic Equations tutorial.doc
Introduction to Net Ionic Equations
This tutorial will give you an algorithm for writing net ionic equations for aqueous reactions in general chemistry. Knowledge of the solubility rules is necessary to complete this tutorial. A list of solubility rules is provided at the end of the tutorial for review. Net ionic equations are necessary in chemistry for several reasons:
1. They show only those species undergoing chemical change – “spectator” ions are removed.
2. They must be used in any equilibrium calculation.
3. They allow chemical reactions to be combined properly.
4. Used when balancing half-reactions in oxidation-reduction chemistry.
To take a chemical reaction in molecular form and rewrite as a net ionic equation is straight forward if you follow the steps given below. We will cover each step in detail using a common gas forming reaction from chemistry 1A.
1. Write the correct reactant and products – DO NOT BALANCE!
The first step is to write the correct chemical formulas for the reactants and products, DO NOT
BALANCE. The reaction will be balanced once the net-ionic equation is complete. As an example reaction, we will look at the aqueous reaction of sodium carbonate with acetic acid.
Na2CO3 + HC2H3O2 ! NaC2H3O2 + H2O + CO2

(skeleton equation)

The above reaction is called the skeleton equation; it contains only the correct chemical formulas of each reactant and product. Do not balance this equation!
2. Add phase symbols to EVERY reactant and product.
This next step is crucial! You need to add the correct phase symbols to each reactant and product.
You must rely on the solubility rules to assign the phase symbols. The phase symbols are
• (s) solid - for insoluble salts. Check the solubility rules!
• (l) liquid - for pure liquids like water.
• (g) gas – for gaseous reactants and products.
• (aq)

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...value. Temperature Conversions (on the exam) Chemical Language * Elements (Na,Cl)- letters of the language * Chemical Formulas (NaCl)- words of the language Water Vs. Hydrogen Peroxide (on the exam) * The use of Hydrogen peroxide: nuclear, bomb, bleach hair,etc * Molecular formula : water: H2O, Hydrogen Peroxide : H2o2 * Empirical Formula: water HO, Hydrogen peroxide: HO * Structural Formula : water HOH, hydrogen peroxide: HOOH quetion: how many atoms of carbon, hydrogen, and oxygen are present in a single molucule of citric acid C3H5O(CO2H)3 Carbon: 6 Hydrogen :8 Oxygen: 7 Chemical Bonding * Bonds form between atoms when they share electrons * Different types of bonds: Ionic compounds: metal+nonmetal, Covalent compunds Naming Ionic Compounds Polyatomic Ions (see the syllabus) * Ions that are comprised of more than one atom; the atoms remain bound together. Naming COvalent Compounds The Mole * Def: the number of atoms contained in exactly 12g of carbon-12 * 1 mole= 6.022x10^23- avogadro's number (N) Mass-mole-number...

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Entropy

...Energy The equation relating these factors is: ∆G = ∆H–T∆S, where G is free energy, H is enthalpy, S is entropy, and T is temperature (in Kelvin). Although temperature values will always be positive, entropy, enthalpy, and free energy values can be positive or negative. For a given process, a quantitative value for each factor can be calculated using the known values of the factors for each reactant involved (see Table 1) according to the general equation ∆ X°rx = Σ X°(products)–Σ X°(reactants). See if the following activity helps you better understand what these quantities really mean. Table 1 HCO3 H+ H2O (l) CO2 (g) - ∆Η° (kJ/mol) -691.1 0 -285.8 -393.5 S° (J/K mol) 94.94 0 69.9 213.6 ∆G° (kJ/mol) -587.1 0 -237.2 -394.4 Materials • • • • • vinegar baking soda thin-walled cup tablespoon measure teaspoon measure Exploration Step 1 Put about 2 tablespoons vinegar in a cup. Add a teaspoon or two of baking soda to the cup. (a) What do you observe through sight, sound, and touch? (b) What kind of change is occurring? (c) What are the formulas of the 2 major components of vinegar and of the one component of baking soda? (d) Write the overall equation and the net ionic equation for the process. Step 2 (a) Define entropy and the significance of the sign of its value. (b) Based on your observations, explain the entropy change for the system observed in Step 1. (c) Use the entropy data from Table 1 to calculate the entropy change for the net ionic equation from Step 1...

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Manuscript

...Tuning Surface Charge Property by Floating Gate Field Effect Transistor Song Xue1, Ning Hu2, Shizhi Qian1+ 1Institute of Micro/Nanotechnology, Old Dominion University, Norfolk, VA 23529, USA 2 Bioengineering College, Chongqing University, Chongqing 400030, P.R. China Abstract Interfacial electrokinetic phenomena, which highly depend on the surface charge property of an object in contact with an aqueous electrolyte solution, have been widely used to manipulate and transport ions, fluids and particles in micro/nanofluidic devices. Field effect transistor (FET) offers flexible and rapid control of the surface charge property, which in turn provides a more sophisticated control of the electrokinetics-based micro/nanofluidics. Tuning the surface charge property by a floating gate field effect transistor (FGFET) rather than the conventional FET is proposed and analyzed for the first time. In contrast to the conventional FET having a control gate fabricated on the outer surface of the dielectric channel wall, the FGFET has an additional floating gate electrode embedded inside the dielectric channel wall. A mathematical model has been developed to analyze the zeta potential of a planar dielectric surface regulated by the conventional FET and the FGFET techniques. Results show that the FGFET is superior to the conventional FET to tune the surface charge property of a dielectric material in contact with an aqueous solution. The FGFET has great potential to control ions, fluids...

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Study Guide

...persons while taking an exam. Cell phones/PDAs are to be placed in bags/backpacks which will be kept at the back of the lecture hall. Students may leave cell phones/PDAs on the front bench of the lecture hall. Students who are caught using cell phones/PDAs during an exam will be ejected from the exam and will receive a score of zero. This violation will be reported to the Dean and the Vice-Provost who will then take the appropriate disciplinary action. Only pens/pencils and scientific calculators (non-programmable and non-graphing) are allowed to be with students during exams. Students are not allowed to take an exam in a lecture section in which they are not registered. Chapter 4 – sections 4.1 – 4.8 Given a balanced chemical equation, you should be able to calculate grams (or moles) of a product (or reactant) given the grams (or moles) of another product (or reactant). Remember: grams A ( moles A ( moles B ( grams B (p. 118). Practice Example 4.1...

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Engineering Materials

...naturally occurring isotopes: 92.23% of 28Si, with an atomic weight of 27.9769 amu, 4.68% of 29Si, with an atomic weight of 28.9765 amu, and 3.09% of 30Si, with an atomic weight of 29.9738 amu. On the basis of these data, confirm that the average atomic weight of Si is 28.0854 amu. Solution The average atomic weight of silicon is computed by adding fraction-of-occurrence/atomic weight products for the three isotopes—i.e., using Equation 2.2. (Remember: fraction of occurrence is equal to the percent of occurrence divided by 100.) Thus 2.3 Zinc has five naturally occurring isotopes: 48.63% of 64Zn with an atomic weight of 63.929 amu; 27.90% of 66Zn with an atomic weight of 65.926 amu; 4.10% of 67Zn with an atomic weight of 66.927 amu; 18.75% of 68Zn with an atomic weight of 67.925 amu; and 0.62% of 70Zn with an atomic weight of 69.925 amu. Calculate the average atomic weight of Zn. Solution The average atomic weight of zinc is computed by adding fraction-of-occurrence—atomic weight products for the five isotopes—i.e., using Equation 2.2. (Remember: fraction of occurrence is equal to the percent of occurrence divided by 100.) Thus Including data provided in the problem statement we solve for as = 65.400 amu 2.4 Indium has two naturally occurring isotopes: 113In with an atomic weight of 112.904 amu, and 115In with an atomic weight of 114.904 amu. If the average atomic weight for In is 114.818 amu, calculate the fraction-of-occurrences of these two...

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