Answer :
Final answer:
A frequency distribution can be created by sorting the data into 8 bins; these intervals and corresponding frequencies are then used to create a histogram.
Explanation:
First, to create a frequency distribution, we need to sort the data and categorize it into bins. Given that we're asked to use 8 bins, we'll first find the range, which is the maximum value minus minimum value (99.3-82.5 = 16.8). Then, we would divide this range by the bin number (16.8/8 = 2.1). We can round it to 2 for simplicity. So, our bins would be: 82.5-84.5, 84.6-86.6, 86.7-88.7, 88.8-90.8, 90.9-92.9, 93.0-95.0, 95.1-97.1, 97.2-99.3. To create a histogram, one would plot these bins (intervals) on the x-axis and the frequencies on the y-axis. Each bin would be represented as a bar, the height of which corresponds to its frequency.
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Answer:
I will be attaching files to explain the procedure
Step-by-step explanation:
From the word document, we can see the data was first arranged, and then a frequency distribution table was created, and cummulative frequency calculated.
The class interval used was 2.5 and the cummulative frequency was 83 ( this is the total amount of observations in the data).
The histogram was improvised and I will attach a picture of it.