📦 Formulix

Formulix is a powerful and easy-to-use Python package that provides a collection of tools and utilities for solving problems in Geometry, Physics, Chemistry, Mathematics, and Conversions.

It’s perfect for students, educators, and developers building science-related applications.

🚀 Features

📐 Geometry (shapes.py)

• rectangle_area(length, width)
• square_area(side)
• circle_area(radius)
• triangle_area(base, height)
• rhombus_area(d1, d2)
• polygon_area(sides)

🧲 Physics (physics.py)

• force(mass, acceleration)
• kinetic_energy(mass, velocity)
• potential_energy(mass, height, gravity)
• ohms_law(v=None, i=None, r=None)
• solve_kinematics(u=None, v=None, a=None, t=None, s=None)

⚗️ Chemistry (chem.py)

• molar_mass(formula)
• mass_to_moles(compound, mass)
• moles_to_mass(compound, moles)
• element_info(symbol)

📊 Graphing (graphing.py)

• plot_equation(equation_str)

🔢 Equation Solver (equation_solver.py)

• solve_equation("x**2 - 4 = 0")
• simplify_expression("2*x + 3*x")

🔁 Unit Conversion (convert.py)

• convert_length(100, 'cm', 'm')
• convert_mass(5, 'kg', 'g')
• convert_time(120, 's', 'min')
• convert_temperature(0, 'C', 'F')
• convert_volume(1, 'l', 'ml')
• convert_speed(90, 'km/h', 'm/s')

📦 Installation

pip install Formulix

✅ Example Usage

from formulix import (
    rectangle_area, force, molar_mass,
    solve_equation, plot_equation, convert_temperature
)

print(rectangle_area(10, 5))         # 50
print(force(10, 2))                  # 20
print(molar_mass("H2O"))            # 18.015
print(solve_equation("x**2 - 4 = 0"))  # [2, -2]

plot_equation("x**2 + y**2 = 25")   # Shows a plot
print(convert_temperature(0, 'C', 'F')) # 32.0

🧪 Requirements

• numpy
• sympy
• periodictable

All are installed automatically with pip.

📬 Author

Darsh Nayak Das
9th Grade Student & Science Coder 💡

📄 License

MIT License