Thanks again to everyone who helped. The code is now working well and has 
been reduced to:
def printSeries(expIn):
    from sympy import degree
    expOut = Add(*sorted(expIn.evalf(5).args, key=sympy.degree), 
evaluate=False)
    print(latex(expOut, order='none'))

Based on the post from Chris Smith, I tried the chatGPT. Specifically, I 
used the newest version of Bing, which in turn used a new version of 
chatGPT.

Here is a problem that I had

https://docs.sympy.org/latest/modules/printing.html#module-sympy.printing.latex
shows
sympy.printing.latex.latex
but
doprintLatex = sympy.printing.latex.latex(settings={'order':'None'}).doprint
raises
AttributeError: '_PrintFunction' object has no attribute 'latex'
Also
doprintLatex = 
sympy.printing.latex.LatexPrinter(settings={'order':'None'}).doprint
raises
AttributeError: '_PrintFunction' object has no attribute 'LatexPrinter'

I gave that to the Bing chat that uses chatGPT and got this suggestion:

I see. It seems you are trying to create a custom instance of LatexPrinter 
with your own settings. According to one of the web search results1, you 
need to import LatexPrinter explicitly from sympy.printing.latex before 
using it. For example:

from sympy import *
from sympy.printing.latex import LatexPrinter
my_printer = LatexPrinter(settings={"mul_symbol": "dot"})
var('x y z')
print(my_printer.doprint(x*y+y*z))
This should output:

x \cdot y + y \cdot z
Alternatively, you can use the latex() function with the same settings as 
an argument. For example:

from sympy import *
var('x y z')
print(latex(x*y+y*z, mul_symbol="dot"))

The first suggestion reduces my code to
def printSeries(expIn):
    from sympy import degree #, StrPrinter #, LatexPrinter
    from sympy.printing.str import StrPrinter
    from sympy.printing.latex import LatexPrinter
    doprintStr = StrPrinter(settings={'order':'none'}).doprint
    doprintLatex = LatexPrinter(settings={'order':'none'}).doprint
    expOut = Add(*sorted(expIn.evalf(5).args, key=sympy.degree), 
evaluate=False)
    print(doprintStr(expOut))
    print(doprintLatex(expOut))

But, I only wanted to print LaTeX, so the second suggestion reduces my code 
to
def printSeries(expIn):
    from sympy import degree
    expOut = Add(*sorted(expIn.evalf(5).args, key=sympy.degree), 
evaluate=False)
    print(latex(expOut, order='none'))

On Tuesday, March 7, 2023 at 4:17:05 AM UTC+1 [email protected] wrote:

> When I pointed out " This gives an error. You have to split the ordered 
> terms into coefficients and factors first with `as_coeff_Mul()`" it 
> identified why the previous answer was incorrect and gave this modified 
> line:
>
> expList = [(round(coeff, 5), t.as_poly()) for coeff, t in 
> (term.as_coeff_Mul() for term in expList)]  
>
> On Monday, March 6, 2023 at 9:08:45 PM UTC-6 Chris Smith wrote:
>
>> I thought I would try this in ChatGPT since one of the answers sounded 
>> gpt-ish. Quite surprised by the results in terms of level of detail about 
>> what is going on in the routine that it presented. I marked the line that 
>> was needed to make the function of the gpt-answer work:
>>
>>     def printSeries(expIn):
>>      expOut = expIn
>>      expOut = collect(expOut, t)
>>      expList = expOut.as_ordered_terms() # convert expression to list
>>      expList = [i.as_coeff_Mul() for i in expList]  # <---- needed this 
>> line
>>      expList = [(t, round(coeff, 5)) for coeff, t in expList] # round 
>> coefficients to 5 digits
>>      expList.sort(key=lambda term: term[0].as_poly().degree(), 
>> reverse=True) # sort terms by degree of t
>>      expStr = ' '.join([f"{coeff:.5g} {t}" for t, coeff in expList]) # 
>> format terms as strings
>>      print(expStr)
>>
>> /c
>> On Monday, March 6, 2023 at 10:45:51 AM UTC-6 Oscar wrote:
>>
>>> The degree function can be imported like 
>>>
>>> from sympy import degree 
>>>
>>> It is used to get the degree of a polynomial expression. 
>>>
>>> On Mon, 6 Mar 2023 at 14:53, Thomas Ligon <[email protected]> wrote: 
>>> > 
>>> > Thanks! That's a big help, but I am not finished yet. Here is where I 
>>> am now: 
>>> > 
>>> > Step 1: Use your code. 
>>> > name 'StrPrinter' is not defined 
>>> > changed StrPrinter to sympy.printing.str.StrPrinter 
>>> > https://docs.sympy.org/latest/modules/printing.html 
>>> > name 'degree' is not defined 
>>> > I tried key=sympy.printing.str.degree, but that gave me 
>>> > module 'sympy.printing.str' has no attribute 'degree' 
>>> > Then I tried key=sympy.degree and that worked. 
>>> > Now the two series are being printed in the desired order. 
>>> > 
>>> > Step 2: Use latex 
>>> > I tried changing print(doprint(series)) to 
>>> print(latex(doprint(series))) 
>>> > and the result is 
>>> > \mathtt{\text{-2.565*t + 147.94*t**3 - 2867.7*t**5}} 
>>> > which doesn't format correctly in Word's equation editor or in 
>>> www.overleaf.com, 
>>> > where it formats correctly, but issues an error 
>>> > Undefined control sequence. 
>>> > LaTeX Error: \mathtt allowed only in math mode. 
>>> > I tried changing the string to 
>>> > -2.565*t + 147.94*t**3 - 2867.7*t**5 
>>> > and this formats correctly in Word and in Overleaf. 
>>> > Then I tried 
>>> > doprint = 
>>> sympy.printing.latex.LatexPrinter(settings={'order':'none'}).doprint 
>>> > but that throws an exception 
>>> > '_PrintFunction' object has no attribute 'LatexPrinter' 
>>> > even though the class 
>>> > class sympy.printing.latex.LatexPrinter(settings=None) 
>>> > is defined in 
>>> > 
>>> https://docs.sympy.org/latest/modules/printing.html#module-sympy.printing.latex
>>>  
>>> > 
>>> > Still to do: 
>>> > Learn how this works. 
>>> > Learn why evalf(5) works. The documentation at 
>>> > https://docs.sympy.org/latest/modules/evalf.html 
>>> > doesn't make it clear to me what the possible arguments are and what 
>>> they mean. 
>>> > Find documentation for sorted and key=degree. 
>>> > I searched for sympy degree and found polynomials and angles, but 
>>> still don't understand this one. 
>>> > 
>>> > 
>>> > On Sunday, March 5, 2023 at 8:53:32 PM UTC+1 Oscar wrote: 
>>> > 
>>> > On Sun, 5 Mar 2023 at 08:32, Thomas Ligon <[email protected]> 
>>> wrote: 
>>> > > 
>>> > > I have a lot of power series that look like this (but going up to 
>>> t**12): 
>>> > > exp1 = -2867.70035529489*t**5 + 147.938724526848*t**3 - 
>>> 2.56500070531002*t 
>>> > > While trying to gain some insight into the mathematics that creates 
>>> them, I want to print a shorter version, such as 
>>> > > - 2.565 t + 147.93872 t**3- 2867.70036 t**5 
>>> > > but the best I have achieved is 
>>> > > - 2867.70036 t^{5} + \left(147.93872 t^{3} - 2.565 t\right) 
>>> > > Rounding the numbers was easy, but I would prefer to round to 5 
>>> digits total, not 5 digits after the decimal point. I was able to convert 
>>> the expression to a list and sort the list, but when I converted the list 
>>> back to an expression, I didn't succeed in producing the order I wanted. 
>>> > 
>>> > You can get 5 digits by using exp1.evalf(5). 
>>> > 
>>> > It is surprisingly difficult to control the order of terms in sympy's 
>>> > printing functionality but it is possible: 
>>> > 
>>> > In [1]: exp1 = -2867.70035529489*t**5 + 147.938724526848*t**3 - 
>>> > 2.56500070531002*t 
>>> > 
>>> > In [2]: doprint = StrPrinter(settings={'order':'none'}).doprint 
>>> > 
>>> > In [3]: series = Add(*sorted(exp1.evalf(5).args, key=degree), 
>>> evaluate=False) 
>>> > 
>>> > In [4]: print(doprint(series)) 
>>> > -2.565*t + 147.94*t**3 - 2867.7*t**5 
>>> > 
>>> > There are two steps to controlling the order: 
>>> > 
>>> > - Ordering the terms in the expression itself (the series variable 
>>> above). 
>>> > - Getting the printer to respect that ordering ('order':'none'). 
>>> > 
>>> > It should be possible to set order=None with init_printing and that 
>>> > does work for the pretty printer but not for string printing (i.e. 
>>> > print(expr) or str(expr)). 
>>> > 
>>> > -- 
>>> > Oscar 
>>> > 
>>> > -- 
>>> > You received this message because you are subscribed to the Google 
>>> Groups "sympy" group. 
>>> > To unsubscribe from this group and stop receiving emails from it, send 
>>> an email to [email protected]. 
>>> > To view this discussion on the web visit 
>>> https://groups.google.com/d/msgid/sympy/d48be44a-e979-41fd-aa37-1fabadde9b7an%40googlegroups.com.
>>>  
>>>
>>>
>>

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