This is my GitHub profile, which is where I host many of my programming projects.
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If you want to learn more about me, here's my website!
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If you want a more organised way to view my work, check out my portfolio.
A maths interpreter built in Python using SymPy
License: Other
This is my GitHub profile, which is where I host many of my programming projects.
If you want to learn more about me, here's my website!
If you want a more organised way to view my work, check out my portfolio.
Includes:
exp(x)
returns e^x
Eg lines, formulae, etc
Eg 3.5e4
for 3.5 * 10^4
Example: 1 = -x
gives error.
Eg:
sqrt(2)
instead of 1.414...
2*pi
instead of 6.283185...
Syntax like int( [expression], x)
to integrate expression
with respect to x and diff( [expression], x) to differentiate
expression` with respect to x.
Sympy/Sympy/#22142
Including:
log(x)
for base-10 logln(x)
for natural loglog_n(x)
for base-n log, where n is an numberThe current way is slightly buggy and unreliable.
Example case: 52^8
is > 10^9 so it should be presented in scientific notation, but it isn't.
If possible, have separate functions for standard notation and scientific notation since they will be useful for output formatting later on.
Use ->
to split input from formatting options.
Includes:
Eg x = [2]
would simplify to x = [the output of whatever line 2's input was]
This will allow for differentials and integrals, as well as other useful things.
Find ways that the interpreter parses statements in a non-standard or confusing way, and fix them.
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