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Published byJacob Eric Dickerson Modified over 9 years ago
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This, That or the Other Using Frequency Tables to Examine Data
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Words to Know Categorical Data – Conditional Relative Frequencies – Joint Frequency – Marginal Frequency – Trends - Two-Way Frequency Table -
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Categorical vs. Numerical Data Data can be numerical or categorical. Try to figure out what each of the following are: How many pets do students in our class have? How many hours a week do we spend watching TV? What is our favorite sport? What kind of music do we like best? How many hours a week do we talk on the phone? What kinds of snacks do we like? How much do our backpacks weigh? How much candy do we eat each week?
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What type of data we have determines how we examine it. Categorical Frequency tables Dot Plots or pictographs Bar Graphs Numeric Box and Whisker Plots Histograms Scatter Plots
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Extending Frequency Tables Frequency Tables can show more than just a total for each category. They can be extended to show relative frequency. Relative Frequency can be expressed as a fraction, decimal or a percent. ¼.2525%
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Let try it. Twenty students were asked how many hours they worked per day. Their responses, in hours, are listed below: 5; 6; 3; 3; 2; 4; 7; 5; 2; 3; 5; 6; 5; 4; 4; 3; 5; 2; 5; 3 Below is a frequency table listing the different data values in ascending order and their frequencies. Copy this table. Calculate the Relative Frequency and write in a new column. I’ll be coming around to check your work, then we’ll share! # of hours worked C:\Users\sg\Pictures\2011-07- 25_1546.png # of students in each category
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What if we wanted to see how the hours worked data compares with the students test grade. To do this we can make a two-way frequency table to show the joint frequencies. Grade Hours ABCDF 221000 312110 401200 511310 600101 700010 Do you notice any trends in the data?
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Marginal Frequencies are the totals of each row and column. Grade Hours ABCDFTotal 2210003 3121105 4012003 5113106 6001012 7000101 4573120 Both totals must add up to the total number of students
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So how do we look at the relative frequencies of a two-way freqency table? Grade Hours ABCDFTotal 2 1/10.10 10% 1/20.05 5% 0 0% 0 0% 0 0% 3/20.15 15% 3 1/20.05 5% 1/10.10 10% 1/20.05 5% 1/20.05 5% 0 0% 1/4.25 25% 4 5 6 7 Total Ok, now you finish putting in the Conditional Relative Frequencies.
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Homework Frequency Tables Worksheet
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