CORE Chemistry (Short Course) - 9222 OxfordAQA

Conservation Of Mass Including The Quantitative Interpretation Of Chemical Equations

Visão Geral

Set a strip of magnesium alight on a balance pan and something disquieting happens: the reading climbs. Drop the same metal into a flask of dilute acid on the same balance and the reading falls. Two reactions, two opposite verdicts, and a beginner would be forgiven for concluding that matter can be conjured up and thrown away at will. It cannot. Both readings are honest, both are misleading, and the single idea that resolves them is the most dependable accounting rule in the whole of chemistry.

This lesson turns that rule into a working tool. You will learn to write a reaction as words, then as symbols, then as a balanced equation carrying state symbols, and you will see why an equation that balances is really a statement about atoms being rearranged rather than created. Then comes the payoff. A balanced equation is not only a picture of a reaction: it is a recipe with quantities attached, and you will use it to predict the mass of a product before the reaction is run, or to recover a mass nobody bothered to measure.

Objetivos

  1. Chemical reactions can be represented by word equations or by symbol equations. Students should be able to write word and balanced symbol equations for reactions in the specification.
  2. Information about the states of reactants and products can be included in chemical equations. Students should be able to use the state symbols (g), (l), (s) and (aq) in equations where appropriate.
  3. No atoms are lost or made during a chemical reaction so the mass of the products equals the mass of the reactants.
  4. The masses of reactants and products can be calculated from balanced symbol equations. Students should be able to calculate the mass of a reactant or product from information about the masses of the other reactants and products in the reaction and the balanced symbol equation.

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Nota de Aula

A student clamps a crucible over a flame, drops in a coil of magnesium ribbon that weighs 2.4 g, and puts the lid on loosely. The metal flares white. When everything has cooled, the grey-white powder left behind weighs 4.0 g. Sixteen tenths of a gram of extra substance has appeared from nowhere. At the next bench a second student has dropped a strip of the same metal into a beaker of dilute hydrochloric acid standing on a balance. The mixture fizzes hard, and the reading falls steadily until the metal has gone.

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  1. Which state symbol is used for a substance that is dissolved in water? A. (s) B. (l) C. (g) D. (aq) Answer: D
  2. Which of these is the correctly balanced equation for the reaction between sodium and chlorine? A. Na + Cl2 -> NaCl B. 2Na + Cl2 -> 2NaCl C. Na + 2Cl -> NaCl2 D. 2Na + 2Cl2 -> 2NaCl Answer: B
  3. 16.2 g of zinc oxide is heated with 1.2 g of carbon. 13.0 g of zinc is produced, together with carbon dioxide. What mass of carbon dioxide is produced? A. 3.2 g B. 4.4 g C. 13.0 g D. 17.4 g Answer: B
  4. A coil of magnesium is burned in an open crucible. The mass of the solid in the crucible increases. What is the reason? A. Atoms of magnesium are created during the reaction. B. Oxygen atoms from the air join the magnesium and stay in the crucible. C. The magnesium oxide formed is a denser substance than magnesium. D. Heating any solid always increases its mass. Answer: B
  5. Magnesium is added to dilute hydrochloric acid in an open flask on a balance. The reading on the balance falls. Which statement explains this? A. Some of the magnesium atoms are destroyed by the acid. B. Hydrogen gas is produced and escapes from the flask. C. The law of conservation of mass does not apply to reactions with acids. D. The magnesium chloride formed has a smaller mass than the magnesium. Answer: B

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