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Balance the following equations by writing the coefficients in the space provided. Then classify each of the following reactions by writing the name of the type of reaction on the line. Choose from synthesis, decomposition, single replacement, double replacement, and combustion. a) ___NaCl + ___F2 → ___NaF + ___Cl2 _________________

User Javonna
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Step 1 - Understanding how to balance chemical equations

To balance a chemical equation, we must guarantee the number of atoms of the same type is the same in both sides of the equation.

To balance the equation, we can multiply the substances by some number, but we whould never, in any circunstance, modify the small numbers bellow the symbol of the elements.

That would drastically modify the substance that is participating in the reaction. Therefore, it would modify the reaction itself.

Let's take a look at an example:


C+O_2\to CO

The number of C and O atoms is not the same in both sides. We could balance this equation like this:


2C+O_2\to2CO

Now they're the same!

Step 2 - Balancing the given reaction

The given reaction is:


\text{NaCl}+F_2\to\text{NaF}+Cl_2

Let's start with Cl. Note there are two Cl atoms in the right-hand side (RHS), but only one Cl atom in the left-hand side (LHS). We can balance this by multiplying the substance NaCl by two:


2\text{NaCl}+F_2\to\text{NaF}+Cl_2

Now let's balance F atoms. Note there are two F atoms in the LHS, but only one F atom in the RHS. We can balance this by multiplying the substance NaF by two:


2\text{NaCl}+F_2\to2\text{NaF}+Cl_2

Now the equation is properly balanced. Note we have two Cl, two Na and two F atoms in both sides.

Step 3 - Naming the type of the reaction

Note that in this reaction the Cl that was bonded to Na exchanged places with the F. This is thus a single displacement reaction. In this reactions, one atom is "displaced" by another, which thus interacts with the same atom the displaced one was interacting before.

User NadavRub
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