app clc

Calculator command line interface app

5 releases

0.1.4 Mar 30, 2022
0.1.3 Mar 28, 2022
0.1.2 Mar 27, 2022
0.1.1 Mar 26, 2022
0.1.0 Mar 26, 2022

#1293 in Command line utilities

33 downloads per month



🧮 clc - Command Line Calculator

clc on crates.io Documentation (latest release) Changelog License License

Clc is a Command line calculator written in Rust 🦀 It eval given expression and print result.

📖 Table of Contents (Toc)


💻 Installation

There are prebuilt x86-64 binaries for Linux, macOS and Windows on the release page.
You can install the latest release from source using cargo, or build directly from a source checkout.

📦 Via cargo

cargo install clc

🐧 Linux

curl -sSLf https://github.com/ymgyt/calculator/releases/download/0.1.4/clc-x86_64-unknown-linux-gnu.tar.gz | tar zxf - -C /usr/local/bin

🍎 Mac

curl -sSLf https://github.com/ymgyt/calculator/releases/download/0.1.4/clc-x86_64-apple-darwin.tar.gz | tar zxf - -C /usr/local/bin

🐳 Docker

To use clc with docker, execute the following command.

docker run --rm -it ghcr.io/ymgyt/clc:latest

👩‍💻 Usage

Execute the clc command to start a repl session. type the expression to evaluate and press Enter.
To exit the session, type quit or press Ctrl + C.

$ clc
Version: v0.1.4
To quit, press Ctrl+C or type quit
❯ sqrt(sqrt(16)) * (100 - 1) * (100 + 1) / 9
❯ quit

You can also retrieve results directly without using a repl session. pass the expression to evaluate with --eval flag

clc --eval 'sqrt(-2^2) - abs(2)'

🏃 Lambda expression

Some functions take lambda expression as argument. A lambda expression is written like |x| { x^2 }.
{,} are optional, so the above expression can also be written as follows |x| x^2.

❯ sig(1,10 |x| x^2)

❯ sig(1,10 |x| sig(1,10 |y| x*y))

🍴 Supported Functions

identifier description
sqrt(n) Returns the square root of a number
Return NaN if a negative number provided
pow(n,m) Raise n to the power of m. (= n ^ m)
abs(n) Compute the absolute value of n
sig(n,m,lambda) Execute lambda with values from n to m and return the sum of the results

🥣 Constants

identifier description
pi Archimedes’ constant (π)
e Euler’s number (e)

🪪 License

This project is available under the terms of either the Apache 2.0 license or the MIT license.


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