TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing - Printable Version +- HP Forums (https://www.hpmuseum.org/forum) +-- Forum: HP Calculators (and very old HP Computers) (/forum-3.html) +--- Forum: HP Prime (/forum-5.html) +--- Thread: TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing (/thread-3642.html) |
TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing - compsystems - 04-14-2015 07:06 PM Use of PRINT command on the terminal view for symbolic algebraic printing Is required a new PRINT command PrintAlg(expr) or same, to print algebraic expressions in CAS mode. Display symbolic algebraic expressions is difficult in a single line and more when they are extensive. PrintALG(expr) be used in a program that returns n symbolic outputs for viewing history outside (Terminal View) Show a comparison video of the Terminal window TI68K (1996) which is called (I-O) versus HPPrime HP Prime Code Code:
TI68K code Code: printalg() RE: TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing - Spybot - 04-16-2015 11:37 PM I Agree with that! I made the same request a couple of days ago here in this forum, TIM said that the terminal window is for the moment a single line thing. I guess all we can do is wait and keep asking HP to implement this feature in future OS's. Spybot. RE: TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing - eried - 04-17-2015 08:16 PM Since this is just a terminal, this might require another kind of treatment? like with the Grobs / SCROLL / VIEW in the 50g? RE: TI68K tiv200 Versus HPPrime Calcs - Terminal View - Symbolic Algebraic Printing - compsystems - 04-19-2015 12:22 PM GraphObj or PictOBj But with 0 →GraphObject = no pretty print (1D or linear) 1 →GraphObject = pretty print (2D small font ) 2 →GraphObject = pretty print (2D medium font ) 3 →GraphObject = pretty print (2D large font ) 'x^3-2*x^2+1*x-1' 0 →GROB 'x^3-2*x^2+1*x-1' 1 →GROB 'x^3-2*x^2+1*x-1' 2 →GROB 'x^3-2*x^2+1*x-1' 3 →GROB |