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6 Panel Members: David Secor, Chair (Chesapeake Biological Laboratory, University of Maryland Center for Environmental Science) Mary Christman (Dept. of Statistics, University of Florida) Frank Curriero (Departments of Environmental Health Sciences and Biostatistics, Johns Hopkins Bloomberg School of Public Health) David Jasinski (University of Maryland Center for Environmental Science) Elgin Perry (Statistics Consultant) Steven Preston (US Geological Survey, Annapolis) Ken Reckhow (Dept. Enviro.
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Cfds FAQ
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Cumulative frequency graphs (or cumulative frequency diagrams) are useful when representing or analysing the distribution of large grouped data sets. They can also be used to find estimates for the median value, the lower quartile and the upper quartile for the data set.
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The cumulative frequency is calculated by adding each frequency from a frequency distribution table to the sum of its predecessors. The last value will always be equal to the total for all observations, since all frequencies will already have been added to the previous total.
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How to read a cumulative frequency graph When the number of new cases is increasing, the cumulative curve is "concave up." In general, a concave-up curve is U-shaped, like this: ∪. ... When the number of new cases is staying the same, the cumulative curve is linear.
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Finding averages from a cumulative frequency To find the median value, draw a line across from the middle value of the table. In the example above, there are 40 babies in the table. The middle of these 40 values is the 20th value, so go across from this value and find the median length.
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What is meant by cumulative frequency? The cumulative frequency (c.f) is defined as the total of frequencies, where the frequency of the first class interval is added to the frequency of the second class interval and then the sum is added to the frequency of the third class interval and so on.
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