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Identify the balanced chemical equation for the following reaction. Mg+O2тАЛтЖТMgO
Mg+23тАЛO2тАЛтЖТMgO
2Mg+23тАЛO2тАЛтЖТ3MgO
2Mg+21тАЛO2тАЛтЖТ2MgO
Mg+21тАЛO2тАЛтЖТMgO
Mg+21тАЛO2тАЛтЖТMgO
A balanced chemical equation must satisfy the Law of Conservation of Mass, which states that the total number of atoms of each element must be equal on both the reactant and product sides. In this reaction, one magnesium atom reacts with half a molecule of oxygen (one oxygen atom) to produce one unit of magnesium oxide, ensuring one atom of each element on both sides.
A balanced chemical equation must satisfy the Law of Conservation of Mass, which states that the total number of atoms of each element must be equal on both the reactant and product sides. In this reaction, one magnesium atom reacts with half a molecule of oxygen (one oxygen atom) to produce one unit of magnesium oxide, ensuring one atom of each element on both sides.
Think of it like a recipe: if the full recipe calls for 2 cups of flour and 1 cup of sugar, a 'balanced' half-portion recipe would correctly use 1 cup of flour and 0.5 cups of sugar.
Remember 'L-C-M' for Law of Conservation of Mass: Atoms in must equal Atoms out.
Mg+21тАЛO2тАЛтЖТMgO тАФ Balanced reaction equation
2Mg+O2тАЛтЖТ2MgO тАФ Integer-coefficient equivalent of the reaction
The chemical reaction involves the oxidation of magnesium. According to the law of atom balance, the equation Mg+21тАЛO2тАЛтЖТMgO correctly represents that 1 atom of Mg and 1 atom of O (derived from 21тАЛO2тАЛ) are present on both sides. This is equivalent to the standard balanced equation 2Mg+O2тАЛтЖТ2MgO, but scaled by a factor of 1/2.
Chemical equations must be balanced to reflect the conservation of mass.
The stoichiometric coefficients can be fractions as long as the ratio of atoms remains consistent.
Magnesium reacts with oxygen to form a white ionic solid known as magnesium oxide.
Using fractional coefficients allows for the description of the reaction based on a single mole of the product.
Fractional coefficients are often preferred to be converted into whole numbers for standardized stoichiometric calculations.
Thermodynamic standard heat of formation calculations.
Laboratory demonstrations of combustion reactions.
Option D is the most scientifically accurate representation when normalized to the formation of one mole of product.
Option A (Mg+O2тАЛтЖТMgO) is unbalanced as there are 2 oxygen atoms on the left and 1 on the right.
Option C (2Mg+23тАЛO2тАЛтЖТ3MgO) is chemically incorrect as the atom count does not match.
D is correct тАФ The equation Mg+21тАЛO2тАЛтЖТMgO is balanced because there is one atom of Mg and one atom of O on both sides of the reaction.
Always count the atoms of each element on both sides of the arrow during exams; if they don't match, the equation is not balanced.