Hi. Wanting a procedure, but not wanting to reinvent the wheel, I did a search on mapleprimes for "Shoelace" (formula). I got the response below indicating a hit. But clicking on the hypertext, i get to page 41 of Kitonums replies, but not the actual thing i wanted. I go to "find on this page" in my browser firefox and input "Shoelace"...nothing. enter "thU"...nothing. Do I really have to go through all of his replies on the page?
To find all solutions to a trig eqn in Maple 11 you do the following (See attached file). My question is what commands do I use in Maple 10 to replicate the Maple 11 results. M11 is too slow on my machine.
(in M10 all i get is error message "solutions lost").
View 2735_Solutions with restrictions.mw on MapleNet
or Download 2735_Solutions with restrictions.mw
In M11 you do the following;
_EnvAllSolutions := true:
_EnvExplicit := true:
I wonder if anyone knows of any maple code to generate polynomials with algebraic constants.
eg an order 1 poly would be: a+b*x,
order 2: a+b*x+c*x^2,
order 3: a+b*x+c*x^2+d*x^3, ...... etc
what i'm looking for is a procedure where i input the order, eg 3, and it spits out a+b*x+c*x^2+d*x^3
thanks in advance
Maple can convert an ordinary (base 10) number into its constituents using the convert base command. eg 175 can be decomposed to its digits using: > convert(175,base,10) = [5,7,1]
my question is "is there a maple command that turns [5,7,1] back to 175". obviously I could pluck out the numbers and multiply by 100,10 etc, but i'd rather have an inbuilt command.
Mathematica has a command that does it: FromDigits.