Writing Ionic Formulas

Key Questions

  • Lets take the ionic formula for Calcium Chloride is CaCl2

    Calcium is an Alkaline Earth Metal in the second column of the periodic table. This means that calcium has 2 valence electrons it readily gives away in order to seek the stability of the octet. This makes calcium a Ca+2 cation.

    Chlorine is a Halogen in the 17th column or p5 group.
    Chlorine has 7 valence electrons. It needs one electron to make it stable at 8 electrons in its valence shells. This makes chlorine a Cl1 anion.

    Ionic bonds form when the charges between the metal cation and non-metal anion are equal and opposite. This means that two Cl1 anions will balance with one Ca+2 cation.

    This makes the formula for calcium chloride, CaCl2.

    For the example Aluminum Oxide Al2O3

    Aluminum has an oxidation state of +3 or Al+3
    Oxygen has an oxidation state of -2 or O2

    The common multiple of 2 and 3 is 6.?

    We will need 2 aluminum atoms to get a +6 charge and 3 oxygen atoms to get a -6 charge. When the charges are equal and opposite the atoms will bond as Al2O3.

    I hope this is helpful.
    SMARTERTEACHER?

  • What you want to do is make the compound neutral.

    Let's take the following example:

    Na+ + SO24

    We need to balance the charges, the easiest way to balance this charge is by looking at the overall charge of the ions involved. The Na ion has a +1 charge and the SO4 ion has a 2 charge. In order to give balance, we must have two Na ions to give an overall +2 with regards to Na: this, thus, neutralises the compound. Therefore, the formula is:

    Na2SO4

    If you're asked to balance an ionic compound such as Iron(III) Hydroxide, write down the formula. We know that Fe (Iron) has a 3+ charge and the hydroxide ion (OH) has a 1 charge - as a result, the compounds in their individualised forms are:

    Fe3+ and OH

    In order to balance this, we need to add brackets around the hydroxide ion to give:

    Fe(OH)3

    This balances the charges and, thus, an accurate ionic formula has been given.

Questions