We will generate a list of data on the calculator, using GNRND4 with Key 1=3542173204 and Key 2=8437592. That list will be the same numbers that appear in the following table: Thus, our problem will be to generate a stem-and-left diagram for the data in the list above.
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Here we have started the GNRND4 program and given it the two
specified keys. We finish by using the ![]() |
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The program responds with Figure 2.
We continue by using the ![]() |
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Figure 3 gives some more information.
We continue by using the ![]() |
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The program does its work generating the values, which are stored in
L1. We conclude by
pressing the ![]() ![]()
Instead we will use the
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Here we can see the first seven (7) values in the list.
There are exactly the values given in the table above. If we wnted to
we could use the ![]() Now that we have the values in the calculator, we can use the STEMCD program to create a stem and leaf diagram. |
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We use the ![]() ![]() |
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Once the desired command, in this case prgmSTEMCD, has been pasted
onto the main screen, we press ![]() |
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The program introduces itself and then asks for the location of the data.
We indicate that it is in L1
by pressing ![]() ![]() ![]() |
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The STEMCD program reviews the data and then
gives us three values,
the minimum value in the list, the maximum value in the list, and the number of items in the list.
These are useful in helping us determine where we want to "cut" the numbers
between the "stem" and the "leaf".
For the values in our table (list) it is pretty
clear that we want to have the
"stem" be the values from the tenths
place to the left. Thus, our lowest "stem"
should be 37.3 and the highest should be 37.7.
In fact, at this point we know that we will have 5 stems and that our
diagram, without the leaf values, will be
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The program now asks us for the location of the "cut point". It does this by giving us a pseudo-number in the form of ABCDE.FGHIJ and asking us for the two character sequence that marks either side of the "cut point", CP. |
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For the data that we are using we had determined that we
want the "cut point" to be between the tenths and
hundredth places. In the pseudo-number ABCDE.FGHIJ
that means we want the "cut-point" between the F
and the G. Therefore we respond with FG
via the sequence ![]() ![]() ![]() ![]() ![]() |
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STEMCD clears the screen and then starts to display the stem and leaf
diagram, one line at a time. Figure 12 shows the first line,
373:8, which is what we expected, although the STEMCD
does not display the decimal point.
Press ![]() |
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Now we have the second line.
Press ![]() |
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Figure 14 adds the third line to the display.
Press ![]() |
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Figure 15 adds the fourth line to the display. In this case the line is too long
to fit on the screen so STEMCD wraps it around onto the next
line.
Press ![]() |
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Now we have the fifth line.
Press ![]() |
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The program concludes by printing COMPLETED. |
Let us consider a second example. As usual, we will generate a list of data on the calculator, this time using GNRND4 with Key 1=473282704 and Key 2=6878732. That list will be the same numbers that appear in the following table: Thus, our problem will be to generate a stem-and-left diagram for the data in the list above.
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We start by generating the numbers given in the table above on the
calculator, running GNRND4 and entering the specified
values for the two keys.
We then use ![]() |
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Figure 19 shows the conclusion of the program, having skipped over the two intermediate output screens. We can verify that we have exactly the same values on the calculator that we had in the given table. |
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We use the ![]() ![]() ![]() |
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The program asks us for the location of the data. We use
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The program inspects the data and gives us the low and high values along with the number of values.
We see that a reasonable stem and leaf diagram would have the stems:
785: 786: 787: 788: Thus, we want the cut point between the hundreds palce and the tens place. Press ![]() |
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The program uses the pseudo-number ABCDE.FGHIJ
to request the location of the cut point.
We respond by using
![]() ![]() ![]() ![]() ![]() |
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Figure 24 shows the completed run of the program,
after we have used the
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©Roger M. Palay
Saline, MI 48176
January, 2013