Question

the following data represent the number of potholes on 35 randomly - selected 1 - mile stretches of highway around a particular city. complete parts (a) through (d). number of potholes (a) construct a frequency distribution of the data potholes frequency

Explanation:

Step1: Count occurrences

Count how many times each number of potholes (1 - 7) appears in the data - set of 35 values.

Step2: Fill frequency table

Record the counts in the frequency table for each corresponding number of potholes.
1: Count the number of 1s in the data - set.
2: Count the number of 2s in the data - set.
3: Count the number of 3s in the data - set.
4: Count the number of 4s in the data - set.
5: Count the number of 5s in the data - set.
6: Count the number of 6s in the data - set.
7: Count the number of 7s in the data - set.

Answer:

You need to perform the above - mentioned counting operations on the given data to fill the frequency table. Without actually counting from the given data (since it's not fully typed out here), the general process is as described above. Once you count the occurrences of each number from 1 to 7 in the 35 - value data - set, you can fill the frequency table. For example, if there are 5 occurrences of 1 pothole, the frequency for 1 in the table will be 5, and so on for the other values from 2 to 7.