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Few feature requests/ ideas, if not existing #566
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In this case, the digits in parenthesis does not show repeating decimals, but the uncertainty of the last two digits. This format can be used for input in Qalculate if "allow concise uncertainty input" (under Mode➞Interval Display in qalculate-gtk) is enabled (output using this format is enabled with the "concise" interval option). It is however in direct conflict with any use of parentheses for repeating decimals.
The One simple solution would be to add a second argument to the answer() function (which is used for the insert value option in the history list), and to modify
Single letters can be used for variables if preceded by backslash, e.g. \a, \b, \c. For variables with multiple letters (or digits), quotation marks can be used (e.g. "v01"). |
…ation (as if solve() were used) (issue #566)
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Hope it's ok to pust the following in the "Issues" group ..
I do have a few ideas for feature requests for Qalculate, if existing I haven't found them
1: It would be great if possible, to type in a repeated sequence of digit's in the way that Qalculate can show the same as a result
Example, the fraction 2/11 if displayed with decimals shows up like the following:
0,1818…
, since sequence of digit's "18" repeat indefinitely
I haven't found a way to type a repeating sequence, e.g. using symbols for that as shown here, like the use of parentheses as an example
Repeating decimal
https://en.wikipedia.org/wiki/Repeating_decimal
This can be used, in cases where the use of a fraction isn't easy to add, like the calculated value for planck length, as:
1,616255(18)e-35 meter
2: For equations with more solutions
Since some equations have more than one solution, like in the example below:
x^2=8
x = 2,828427124746190098 or x = -2,828427124746190098
, it would be great if each solution can be accessed with full precision (by configuration), like an index number known for programming in an object collection/ variable array
The following syntax could be used for the first solution:
x(0) = 2,828427124746190098 ..... (= sqr(8))
x(1) = -2,828427124746190098 .....
If I use other letters for variables like: a, b, c
, Qalculate fails since many letters are assigned to constants, see the examples
multisolve([x+y=10; z+y=20; x+z=24]; [x; y; z])
, solves
multisolve([a+b=10; c+b=20; a+c=24]; [a; b; c])
, fails
multisolve([v01+v02=10; v03+v02=20; v01+v03=24]; [v01; v02; v03])
, fails
It would be great if there could be made a solution for "named" variables, e.g. as in the last example
BR Lars
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