The range is the highest value subtract the lowest value in the data set.

The highest value is 11.  The lowest value is 1.

Subtract the numbers.

The answer is .

To find the range in a set of numbers, we find the difference of the smallest number and the largest number.

In this number set

the smallest number is  and the largest is .  

The range is .

The range is the highest number in the dataset subtract the lowest number.

Identify the highest and lowest number.  The higher negative the number, the lower the number.

The highest number is 25.  The lowest number is negative nine.

Subtract both numbers.

The answer is .

To find the range of a data set, you find the difference of the smallest and the largest number in the set.  

In this example, the smallest number is 10.  The largest number is 45.  The difference of 10 and 45 is 35 (45 - 10 = 35).  

Therefore, the range of the data set is 35.

The range is calculated by taking the highest value and subtracting the lowest value. With data sets, you must always include the zeros! :

The mean is calculated by summing all values in the data set and dividing by the total number of data points. Again, you must include the zeros:

The range of a dataset is the difference of the lowest number from the highest number in the set.

There are two unknown variables in the dataset, .  

We cannot assume that the dataset is in chronological order, and we cannot assume that  and  are the greatest numbers in the set.

Because the variables are not defined, we do not have enough information to solve for the range.

The answer is:  

To solve, simply use the formula for the range. Thus,

To find the range, simply subtract the smallest number from the largest. Thus,

This problem is asking us to solve for the range for the students' data set. This can easily be solved for once we take into account that range is merely the difference between the greatest number in the set and the lowest. 

In order to easily see which number is the lowest and which is the greatest, we can first organize our data set from smallest to greatest.

Now we can easily identify 1.7 being the smallest number and 6.5 being the greatest in this data set. Now we may take the difference of these numbers and solve for the range.

This problem is asking us to solve for the range of Tom's speed. This can easily be solved for once we take into account that range is merely the difference between the greatest number in the set and the lowest. 

In order to easily see which number is the lowest and which is the greatest, we can first organize our data set from smallest to greatest.

Now we can easily identify 62 being the smallest number and 88 being the greatest in this data set. Now we may take the difference of these numbers and solve for the range.