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How can you get the range?

You can get the range of a mathematical sequence by subtracting the lowest value from the highest value. Example: 1,3,5,7,9,11,23. Highest Value - 23 Lowest Value - 1 Range=23-1 Range=22 You can get the range of a function by finding all the y-axis values.


How do you get the range in a frequency chart?

To find the range in a frequency chart, first identify the highest and lowest values in the data set. Subtract the lowest value from the highest value: Range = Highest Value - Lowest Value. This calculation gives you the spread of values represented in the frequency chart.


The highest data value minus the lowest data value?

range


The lowest value in a set of numbers through the highest value in the set?

range


What is lowest to highest or A-Z?

Lowest to highest refers to arranging something in ascending order, from the smallest value to the largest value. A-Z refers to arranging items alphabetically from A to Z.


How do you solve the class interval?

Highest Value - Lowest Value = total / no. of desired class


What is the definition of melodic range?

the difference between the highest value and the lowest value in your data


What is a maximum?

In mathematical terms, the maximum is the highest limit or the greatest value of a set.


What is math range of 17 23 5 13 and 12?

The range is the highest value subtracted by the lowest value in a set. Highest = 23 Lowest = 5 23 - 5 = 18 Range = 18


What is the lowest value in a set of numbers through the highest value in the set?

Range -S.Balaji Sreenivas


What statistic is always based on two values?

The range. Highest value minus lowest value.


What is maxima and minima?

Maxima and minima refer to the highest and lowest points of a function, respectively. A maximum is the point at which a function reaches its highest value within a given interval, while a minimum is where it reaches its lowest value. These points are crucial in calculus and optimization, as they help identify optimal solutions in various mathematical and real-world problems. In graphical terms, maxima and minima correspond to peaks and troughs on a curve.