Construct a frequency polygon that represents the following data regarding the selling prices of houses sold in 2006 for a particular neighborhood.
Class | Frequency |
---|---|
298183–338182 | 6 |
338183–378182 | 8 |
378183–418182 | 7 |
418183–458182 | 9 |
458183–498182 | 3 |
Step 3 of 5:
Find the value that should be written at the location indicated by the [?] on the vertical axis of the graph.
Step 4. Find the value that should be written at the location indicated by the [?] on the horizontal axis of the graph.
Step 5. Plot the data values for each of the classes in the frequency polygon.
The following is the table alongwith some other values -
Classes |
Class Boundaries |
Mid-Point of each class |
Frequency |
298183-338182 |
298182.5-338182.5 |
318182.5 |
6 |
338183-378182 |
338182.5-378182.5 |
358182.5 |
8 |
378183-418182 |
378182.5-418182.5 |
398182.5 |
7 |
418183-458182 |
418182.5-458182.5 |
438182.5 |
9 |
458183-498182 |
458182.5-498182.5 |
478482.5 |
3 |
Mid - Point of each class is obtained by the formula [(Upper limit + Lower Limit) of each class / 2].
The Corresponding Class Boundaries are also obtained
STEP 3
On the vertical axis of the graph, the frequency of the corresponding class must be written
STEP 4
On the horizontal axis of the graph, the Class Intervals / Class Boundaries must be written
STEP 5
The Frequency Polygon of the given data is given below -
To each mid point of the class intervals the corresponding frequency value is plotted.
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