Draw a frequency polygon for the following: 2.5 7.5 3 5 Mid-Value of Class Interval: Frequency: 12.5 10 17.5 15 22.5 7 27.5 5
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- Use theorem 5.4.3 to form a proportion in which TS is a geometric mean. Hint: TVSTSR Exercises 1-6The following frequency distribution shows the length (in feet) of the main spans of the longest suspension bridges in the United States. Construct a frequency polygon. Class limits Frequency 1265 – 1723 12 1724 – 2182 5 2183 – 2641 4 2642 – 3100 2 3101 – 3559 1 3560 – 4018 1 Total 25TABULATE THE FOLLOWING MARKS IN GROUPED FREQUENCY DISTRIBUTION
- Consider the following frequency table representing the distribution of the length of a morning walk with the dog in miles. Determine the midpoint for the 3rd classClassify the following data: The type of palm trees on the island of Oahu. Nominal Ordinal Interval RatioState the reason why the following frequency distribution is incorrectly constructed.Class Frequency45-50 350-55 055-60 660-65 565-70 3
- Use the data above to construct a grouped frequency table with the following column I)Class intervals II)Class boundaries III)Class marks IV) Frequency C)Draw a frequency polygon for the distributionDraw a frequency polygon based on the data.Place the following set of n=20 scores in a FREQUENCY distrubution table
- Construct the following with the numbers in the image 1. A frequency distribution 2. A reletive frequency distribution 3. A histogram 4. A frequency polygonConsider a frequency table that has 5 classes. The boundaries for class 1 are 0.9005 and 19.2545. What is the largest possible value in class 1?Use the data set and cutpoint grouping with a first cutpoint of 25 and a class width of 3. Determine a frequency distribution.