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Using an index or power

An index, or a power, is the small floating number that goes next to a number or letter. The plural of index is indices.

Indices show how many times a number or letter has been multiplied by itself.

Here is a number written in index form:

Example of how to write numbers in index form. Base number shown as 2 and the power or index number shown as 4.

2 is the base number and 4 is the index or power.

24 is a short way of writing \(2 \times 2 \times 2 \times 2\).

\(a^2\) (read as '\(a\) squared鈥) means \(a \times a\). \(a\) has been multiplied by itself.

a^3 (read as 鈥a cubed鈥) means a \times a \times a. a has been multiplied by itself three times.

Example of how to write letters in algebraic form. Base letter shown as A and the power or index number shown as 3.

\(a^4\) (read as 鈥榎(a\) to the power of 4鈥) means \(a \times a \times a \times a\). \(a\) has been multiplied by itself four times, and so on.