Type a math problem

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Type a math problem

Evaluate

1,2,3

$1,2,3$

Steps Using Definition of Mode

mode(1,2,3)

$mode(1,2,3)$

The mode of a set is the value that appears most often. The mode can have more than one value if two or more values appear the same number of times and more times than any other values in the set.

The mode of a set is the value that appears most often. The mode can have more than one value if two or more values appear the same number of times and more times than any other values in the set.

mode(1,2,3)

$mode(1,2,3)$

Usually the first step of finding the mode of a set is to put the values in order, but these values are already in order.

Usually the first step of finding the mode of a set is to put the values in order, but these values are already in order.

1,2,3

$1,2,3$

Because no value appears more than one time, the mode consists of all the members of the set.

Because no value appears more than one time, the mode consists of all the members of the set.

mode(1,2,3)=1,2,3

$mode(1,2,3)=1,2,3$

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mode(1,2,3)

The mode of a set is the value that appears most often. The mode can have more than one value if two or more values appear the same number of times and more times than any other values in the set.

1,2,3

Usually the first step of finding the mode of a set is to put the values in order, but these values are already in order.

mode(1,2,3)=1,2,3

Because no value appears more than one time, the mode consists of all the members of the set.

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