# Mode Calculator

For the given set of data, the calculator will find the mode, with steps shown.

If the calculator did not compute something or you have identified an error, or you have a suggestion/feedback, please write it in the comments below.

Find the mode of $$2$$$, $$3$$$, $$1$$$, $$8$$$, $$2$$$, $$2$$$, $$1$$$, $$7$$$, $$8$$$, $$1$$$, $$0$$$, $$-2$$$, $$0$$$. ## Solution The mode is the value that occurs with the greatest frequency. So, $$2$$$ occurs $$3$$$times, $$3$$$ occurs $$1$$$time, $$1$$$ occurs $$3$$$times, $$8$$$ occurs $$2$$$times, $$7$$$ occurs $$1$$$time, $$0$$$ occurs $$2$$$times, $$-2$$$ occurs $$1$$$time. As can be seen, the greatest frequency is $$3$$$.

The values with such frequency are $$1$$$, $$2$$$.

The modes are $$1$$$, $$2$$$A.