Calculator 2K
Calculator2K contains large set of functions.
What's Calculator 2K APK?
Calculator 2K is a app for Android, It's developed by Konstantin Musikhin author.
First released on google play in 10 years ago and latest version released in 10 years ago.
This app has 18 download times on Google play
This product is an app in Tools category. More infomartion of Calculator 2K on google play
Calculator2K contains large set of functions. Also, you can always add your own functions.
Comparison operations allow creating piecewise functions.
Supported by assigning a value to a variable (x ← 28), so you can use this value to other parts of the expression. Supported by characters of sums (∑) and products (∏).
You can calculate the value of the definite integral, or to plot functions.
Features:
* Creating your own functions,
* Using variables,
* History of computing,
* Calculating percent in formats 60+25% = 75 and 25%60 = 15,
* Function of cycle,
* Conditional expression,
* Enter numbers with the prefixes of decimal multipliers,
* Output of intermediate values calculation,
* Calculation of the definite integral,
* Plotting functions.
Example of creating piecewise functions:
G()←x1<-2:-4,x1<2:x1×2,4
The result of the function G(x1): for x1 less than -2 is -4, for -2 ≤ x1 <2 is x1 × 2, otherwise 4.
Comparison operations allow creating piecewise functions.
Supported by assigning a value to a variable (x ← 28), so you can use this value to other parts of the expression. Supported by characters of sums (∑) and products (∏).
You can calculate the value of the definite integral, or to plot functions.
Features:
* Creating your own functions,
* Using variables,
* History of computing,
* Calculating percent in formats 60+25% = 75 and 25%60 = 15,
* Function of cycle,
* Conditional expression,
* Enter numbers with the prefixes of decimal multipliers,
* Output of intermediate values calculation,
* Calculation of the definite integral,
* Plotting functions.
Example of creating piecewise functions:
G()←x1<-2:-4,x1<2:x1×2,4
The result of the function G(x1): for x1 less than -2 is -4, for -2 ≤ x1 <2 is x1 × 2, otherwise 4.
