With the application, you can:
- Define the accuracy of calculations.
- Define user constants.
- Define user functions in one or more variables.
- Calculate the expression of the derivative function and assign it to another function.
- Carry out calculations with configurable precision and allow for arbitrarily complex mathematical expressions, incorporating the following elements:
- Precedence parentheses
- Numbers
- Mathematical constants:
- e
- pi
- ln2
- Constants defined by the user
- Functions definied by the user
- Mathematical operations:
- addition (+)
- subtraction / inverse (-)
- Multiplication (*)
- Division (/)
- Power (^)
- Mathematical functions:
- abs( argument )
- absolute( argument )
- acos( argument )
- acosh( argument )
- add( summing1, summing 2 )
- arccos( argument )
- arccosh( argument )
- arcsin( argument )
- arcsinh( argument )
- arctan( argument )
- arctanh( argument )
- asin( argument )
- asinh( argument )
- atan( argument )
- atanh( argument )
- ceil( n, argument )
- ceiling( n, argument )
- cos( argument )
- cosh( argument )
- divide( dividend, divisor )
- down( n, argument )
- exp( argument )
- floor( n, argument )
- gcd( argument1, ..., argumentN )
- ln( argument )
- log( base, argument )
- max( argument1, ..., argumentN )
- min( argument1, ..., argumentN )
- multiply( factor1, factor2 )
- power( base, exponent )
- quotient( dividend, divisor )
- root( n, argument )
- round( n, argument )
- sgn( argument )
- sin( argument )
- sinh( argument )
- sqrt( argument )
- subtract( minuend, substrahend )
- sum( summing1, summing2 )
- tan( argument )
- tanh( argument )
- up( n, argument )
- value( argument )
General features:
- Multi-language
- Configurable multi-resolution zoom
- Dark mode option
- New version notification
- User manual
