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Balanced chemical reactions

A balanced chemical reaction indicates the quantitative relationships between the moles of reactants and products. These stoichiometric relationships provide the basis for many analytical calculations. Consider, for example, the problem of determining the amount of oxalic acid, H2C2O4, in rhubarb. One method for this analysis uses the following reaction in which we oxidize oxalic acid to CO2. [Pg.20]

The balanced chemical reaction provides the stoichiometric relationship between the moles of Fe used and the moles of oxalic acid in the sample being analyzed— specifically, one mole of oxalic acid reacts with two moles of Fe. As shown in Example 2.6, the balanced chemical reaction can be used to determine the amount of oxalic acid in a sample, provided that information about the number of moles of Fe is known. [Pg.20]

Stoichiometric relationships and calculations are important in many quantitative analyses. The stoichiometry between the reactants and products of a chemical reaction is given by the coefficients of a balanced chemical reaction. When it is inconvenient to balance reactions, conservation principles can be used to establish the stoichiometric relationships. [Pg.33]

A 38.63-mg sample of potassium ozonide, KO3, was heated to 70 °C for 1 h, undergoing a weight loss of 7.10 mg. Write a balanced chemical reaction describing this decomposition reaction. A 29.6-mg sample of impure KO3 experiences a 4.86-mg weight loss when treated under similar condition. What is the %w/w KO3 in the sample ... [Pg.269]

Equation (1-7) is a general representation of any balanced chemical reaction, where A, represents reactants and products, and v, is negative for reactants and positive for products. [Pg.10]

Total energies (like heats of formation) may be used to calculated energies of balanced chemical reactions (reactants products) ... [Pg.13]

Chemistry is a quantitative science. This means that a chemist wishes to know more than the qualitative fact that a reaction occurs. He must answer questions beginning How much. . . The quantities may be expressed in grams, volumes, concentrations, percentage composition, or a host of other practical units. Ultimately, however, the understanding of chemistry requires that amounts be related quantitatively to balanced chemical reactions. The study of the quantitative relationships implied by a chemical reaction is called stoichiometry. [Pg.224]

This is a quantitative problem, so we follow the standard strategy. The problem asks about an actual potential under nonstandard conditions. Before we determine the potential, we must visualize the electrochemical cell and determine the balanced chemical reaction. The half-reactions are given in the problem. To obtain the balanced equation, reverse the direction of the reduction half-reaction with the... [Pg.1394]

C21-0076. Describe the industrial preparation of pure Si, starting from impure Si02. Include balanced chemical reactions. [Pg.1550]

If a balanced chemical reaction involves more than one reagent, one of them will be the reference limiting reagent which will define the scale of the entire reaction. The numerator in the stoichiometric factor term takes into account the sum of the masses of all excess reagents used as appropriate. For any balanced chemical reaction in which all byproducts are identified, equation (4.1) maybe used to determine RME under a variety of scenarios. [Pg.71]

Figure 4.4 Radial pentagon representing RME values for the synthesis of diphenylmethanol using the Grignard methodology under various scenarios. See Scheme 4.1 for balanced chemical reaction. Figure 4.4 Radial pentagon representing RME values for the synthesis of diphenylmethanol using the Grignard methodology under various scenarios. See Scheme 4.1 for balanced chemical reaction.
Magnesium and hydrochloric acid react to form magnesium chloride and hydrogen gas. Write the balanced chemical reaction for the reaction. [Pg.89]

Write a balanced chemical reaction for each of the following double replacement reactions ... [Pg.93]

Since we could not possibly store each possible variation on the basis, it is important for us to be able at any point in the calculation to adapt the basis to match the current system. It may be necessary to change the basis (make a basis swap, in modeling vernacular) for several reasons. This chapter describes how basis swaps can be accomplished in a computer model, and Chapter 11 shows how this technique can be applied to automatically balance chemical reactions and calculate equilibrium constants. [Pg.71]

Conveniently, perhaps even miraculously, the equations developed in Chapter 5 to accomplish basis swaps can be used to balance chemical reactions automatically. Once the equations have been coded into a computer program, there is no need to balance reactions, compute equilibrium constants, or even determine equilibrium equations by hand. Instead, these procedures can be performed quickly and reliably on a small computer. [Pg.169]

In this chapter, we will help you learn about the energy changes, especially heat, which occurs during both physical and chemical changes. You might need to review the Unit Conversion Method in Chapter 1 and the sections in Chapter 3 on balancing chemical reactions and the mole concept if you are not comfortable with them already. And remember to Practice, Practice, Practice. [Pg.98]

Balanced chemical reactions are critical to the chemical industry. Plant managers must know the amount of reactants necessary to yield a product to keep production lines moving. If reactants or products are not pure, this must be taken into account. Alternative reactions can be examined to find the most cost-effective process. For example, a fertilizer may be produced using one process with sulfuric acid as a reactant or another process that starts with ammonium carbonate. Working through the balanced equations for each process would help decide which process to adopt. [Pg.58]

Beyond chemical reactions lies the strange and wonderful concept of stoichiometry. Stoichiometry allows scientists to calculate quantitative (numerical) amounts of reactants and products based on balanced chemical reactions. In short (and in plain English), this part tells you how much of something a reaction will make. [Pg.58]

KM In the following equations, keep in mind that the number you use for moles is the coefficient for the compound taken from the balanced chemical reaction ... [Pg.140]

In the Surface Chemkin formalism, surface processes are written as balanced chemical reactions governed by the law of mass-action kinetics. The framework was developed to provide a very general way to describe heterogeneous processes. In this section many of the standard surface rate expressions are introduced. The connection between these common forms and the explicit mass-action kinetics approach is shown in each case. [Pg.453]

The formal treatment of A//rxn is facilitated by a convenient general notation for chemical reactions. It is well known that a balanced chemical reaction of generic form... [Pg.102]

It is convenient to choose Ht with respect to a standard form of the elements of which is composed, since the elements must indeed cancel out in any balanced chemical reaction, as required by (3.104). Accordingly, we replace... [Pg.105]

Molar mass balance The situation in which the measured increase in moles of degradation product(s) is equivalent to that predicted via a balanced chemical reaction from the number of moles of parent consumed. For a degradation reaction ... [Pg.183]

Atom economy is strictly a theoretical number. The calculation considers only reagents from the balanced chemical reaction. The calculation does not include practical factors such as yield or excess reagents. A given reaction has the same atom economy whether its yield is 90% or 10%. Regardless, atom economy was the first accepted attempt at quantifying the greenness of a reaction. [Pg.344]

Balancing chemical reactions is an application of solving multiple simultaneous linear equations. Consider, for example, the complete combustion of one mole of methane to produce carbon dioxide and water ... [Pg.18]

In order to avoid confusion, it is very important to clearly state the balanced chemical reaction to which a given equilibrium constant applies. This is illustrated in Example 6. [Pg.208]

The temperature that a self-sustaining reaction could reach can be estimated, on the high side, by calculating the adiabatic flame temperature (McQuarrie and Simon, 1997). The adiabatic flame temperature is routinely calculated in physical chemistry. An example with the combustion of methane gas will illustrate the salient points. The balanced chemical reaction for the complete combustion of methane is, again... [Pg.201]


See other pages where Balanced chemical reactions is mentioned: [Pg.1265]    [Pg.21]    [Pg.138]    [Pg.1265]    [Pg.204]    [Pg.375]    [Pg.1397]    [Pg.73]    [Pg.81]    [Pg.110]    [Pg.280]    [Pg.3]    [Pg.125]    [Pg.143]    [Pg.165]    [Pg.176]    [Pg.102]    [Pg.1272]    [Pg.17]    [Pg.185]   
See also in sourсe #XX -- [ Pg.9 ]




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