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Is a stem and leaf plot the same when using 1.25 numbers?

Updated: 8/20/2019
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Q: Is a stem and leaf plot the same when using 1.25 numbers?
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Related questions

Is a stem and leaf plot the same as a box and whiskers plot?

No, they are two different things. Mainly because the Box And Whisker Plot has a different technique and focuses on highs and lows. The Stem and Leaf Plot has to do with key codes, grouping numbers, and amounts.


Is a stem and leaf plot done the same way with a three digit number?

Yes


How can you quickly order data and at the same time reveal the distribution shape?

Use a stem and leaf plot


What does double stem plot mean in math?

It is the result of drawing stem-and-leaf plots for two variables, back-to-back, such that they share the same stem.


When using the Regression tools you cannot plot the points of your data and your model on the same graph?

False


Give you a story using the five kinds of plot?

All stories have the same plot elements -- you just need to read one and get started figuring out which part is which.


What is parallel plot?

Parallel plot means that the author has two plot lines going at the same time. For example, in one of my stories, one plot has the characters working on a mystery for the government. A second plot that happens at the same time, parallel to the first, has them working at their security firm. Using parallel plots makes the story more interesting because there is more action.


What is a group of related facts using the same numbers?

Fact families


A rate compares two numbers using the same units?

nope


Explain what a store owner might learn by doing a stem-and-leaf plot of the prices of items in her store?

The most important thing that the store owner should learn is that a stem and leaf plot is a huge waste of time in her circumstances. She ought to learn that using some fancy statistical technique may not always be appropriate. There are other methods that are far more useful. A stem-and-leaf plot will tell her the range of prices of the goods that she sells, along with median and percentiles, etc. but what use is that information to a storekeeper? They may want to know what lines are selling well, which ones are not moving at all. Even more important, they may want to know how the high-profit-margin lines are doing. Alternatively, she may wish to compare her prices with her competition, but that is useful only if she can compare prices of the same (or similar) goods. A stem-and-leaf plot does not identify the individual product lines and so she would not be able to undertake such a comparison. All in all, I cannot see a single reason for a stem-and-leaf plot - other than to give her school-age child something to do!


Why do exponents need to be the same when using scientific notation?

Only if the numbers to be converted into scientific notation are the same otherwise the exponents can vary according to the size the numbers.


What does it mean if a number occur more than once in a row of a stem-and-leaf plot?

All it means that there were more than one observations which had the same value.