How To Make a Cumulative Relative Frequency Table
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- เผยแพร่เมื่อ 8 ม.ค. 2019
- This statistics video tutorial explains how to make a cumulative relative frequency table by calculating the frequency and relative frequency of the numbers in a data set.
Introduction to Statistics: • Introduction to Statis...
Arithmetic, Geometric, & Harmonic Mean:
• Arithmetic Mean, Geome...
Simple Frequency Tables:
• How To Make a Simple F...
Relative Frequency Distribution Table:
• How To Make a Relative...
Cumulative Relative Frequency Table:
• How To Make a Cumulati...
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Dot Plots and Frequency Tables:
• Dot Plots and Frequenc...
Stem and Leaf Plots:
• Stem and Leaf Plots
Side By Side Stem and Leaf Plots:
• Side by Side Stem and ...
Histograms:
• How To Make a Histogra...
How To Make a Frequency Polygon:
• How To Make a Frequenc...
__________________________________
Quartiles, Deciles, & Percentiles:
• Quartiles, Deciles, & ...
Interquartile Range & Outliers:
• How To Find The Interq...
Skewness & Symmetric Distribution:
• Skewness - Right, Left...
Sample Mean and Population Mean:
• Sample Mean and Popula...
Mean, Median, & Mode - Grouped Data:
• Mean, Median, and Mode...
____________________________________
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Thanks for sharing how to make a cumulative frequency table.
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please how do you calculate the midpoint for data like this since they are single numbers
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I know that relative frequency means like the frequency percentage of the value in a data set. For instance 2 makes up 20%. But what information does the CRF tells about the values in relation to the data set?
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I know that relative frequency means like the frequency percentage of the value in a data set. For instance 2 makes up 20%. But what information does the CRF tells about the values in relation to the data set?
It stands for Cumulative Relative Frequency (don't ask what that means since you already did and since I don't know) lol
*The cumulative relative frequency* gives the proportion of measurements less than or equal to as specified value
I think the CRF should be counted from bottom, or is the order doesn't matter?
What does cumulative relative freuency represent?
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How do you find the frequency if you're given the cumulative frequency
you stupid? do it backwards and find the difference between two cumulative frequencies
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Mine is confusing because for mine I solved the frequency but on the CR it has a different number answered already
For example me RF is 0.22 but on the CR it's already answered 33
how does he know so much?
Study
I have a data set that no matter what I do will ever add up to 1.0. It’s at .95 what am I doing wrong? I recalculated all my numbers and still got the same answer
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Why sometimes I see 4 subset solution Frequency - Relative Frequency - Cumulative Frequency then lastly Cumulative Relative Frequency? Are CF and CRF the same?
I think a Cumulative Frequency (CF) column is missing in the table above. The CF would be each frequency added to the numbers listed above. For example, the number 6 appears 3 times. The 3 would be added to the numbers above (3+4+8+5). So the CF of the number 6 would be 20.
I have a question, how can we use the Cumulative Relative Frequency in real life? hehe, Thank you for the lesson by the way!!! It's so informative!
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Hi, does this video work for others?
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i know this is not related to the video but i studied this lesson in japanese and for the first time in forever, EVERYTHING SOUNDS SOO DIFFERENT ._.
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How to calculate cumulative frequency
almost the same way as the relative frequency but just use the first whole number frequency instead of decimals of the relative frequency
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0.12 is *not* zero point twelve. It is zero point one two. Twelve is a whole number that is equal to ten plus two. 0.12 is less than one, and therefore cannot be a counting number!
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