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can we have Arithmetical and Geometrical tools?
always when a math software is created always focus on the algebraic part, but always forget Arithmetical and Geometrical, now that SMATH is my favorite software I wish to more tool like this.




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Originally Posted by: jtm2020hyo can we have Arithmetical and Geometrical tools ? Geogebra is freeware from former Mathcad Collab Steen. Very specialized Geometrical. Smath does same and more. Smath is more a CAS than Geometrical. PentaStar.sm (12kb) downloaded 19 time(s).




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Is there anything for Arithmetical tool?




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Originally Posted by: jtm2020hyo Is there anything for Arithmetical tool ? Sorry, I don't understand what is Arithmetical tool.Besides spooling to file [store/recall], logic, computing machinery perform a single arithmetic operation [+ ... add] then subtract, multiply ... division is another story. In short, in the simplest and the most advanced operating system(s) their arithmetic is limited to [+, , *, /]. All mathematical functions make savant combination of these 4 Aops. Aops => [Arithmetic operations]. A good lecture: Semi Numerical Algorithms [Donald Knuth]. Can you be more explicit ?




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Here a sample, operations with binaries PR another base different to 10 https://en.smath.com/for...asedifferentto10.aspxFor example, for binaries: 2 in base 10 = 2 2 in base 2 = 10 ( base 2) 2 in base + 2 in base 2 = 100 (base 2) 4 in base 10 = 100 in base 2 Another example, calculate how many number with the way abca exist? abca is a unique number and each variable represent a different figure Example abca 1231 1031 2452 Where a is the number in the column 1 and 4 b for column 2 C for column 3 And like this exist lot Edited by user 07 April 2021 23:50:32(UTC)
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Originally Posted by: jtm2020hyo Another example, calculate how many number with the way abca exist ? Something like this ? Maths Binomial Notation.sm (81kb) downloaded 12 time(s).




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not sure if permutation formulas apply here, but some samples here: in this example, we can appreciate that any base different to 10 can be used in any operation, I mean Smath could add this feature to change the numerical base to be used anywhere. this is useful, for example, when we wish to convert 100 seconds (base 10) to a sexagesimal base(base 60) and for this we could simply change the base without doing any trick. in Spanish: related to the second sample/request, I did not found English documentation. here the translation: Quote: Combinatorial method
the amount of numbers or combinations that can be formed with several orders or variables independent of each other, is numerically equal to the product of the amounts of values that can take orders or variables
this means, translated to SMath code, generate a matrix for each number, and we multiply the number of values, in the sample we have base 10. in the sample above the solution is 4*10*5 = 200 edit: ... and the correct form to write a unique number with 3digit is: we have not this symbol in SMath. edit 2: ... and the correct form to write a unique number with base different to 10 is: we have not this symbol in SMath, but similar is the subscript. Edited by user 08 April 2021 19:14:47(UTC)
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Originally Posted by: jtm2020hyo this is useful, for example, when we wish to convert 100 seconds (base 10) to a sexagesimal base(base 60) and for this we could simply change the base without doing any trick. Smath gets its productive power from zillions of utilities. As applicable to projects, they are collected/collapsed at top of document. The DMS(data) is one of those {Martin] as appropriate to your project. Cheers ... Jean Maths Convert [deg, min, sec].sm (10kb) downloaded 8 time(s).




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