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A simple Python library for mathematical operations

Project description

Nadouf-Math Library

Content

About library

A simple Python library for mathematical operations. In NadoufMath you can choose what you want - use functions or objects with methods!

Installing

The library is still under development. 
Installation via pip is not yet available.
Stay tuned for updates!

Import

from nadouf_math import *

All the following examples assume that you entered this string at the beginning.

Fast start

from nadouf_math import Nadoufmath

# Creating an object with value 5
calc = Nadoufmath(5)

# Demonstrate arithmetic operations

print(f"Sum: {calc.sum_of(11, 12, 13, 14, 15)}")        # 5 + (11 + 12 + 13 + 14 + 15) = 70
print(f"Difference: {calc.difference_of(3, 2, 1)}")     # 5 - 3 - 2 - 1 = -1
print(f"Square: {calc.square()}")                       # 5² = 25
print(f"Cube: {calc.cube()}")                           # 5³ = 125
print(f"Power 4: {calc.power(4)}")                      # 5⁴ = 625
print(f"Square root: {calc.square_root()}")             # √5               

Documentation

Simple mathematical operations

For sum of numbers you can use function sum_of or method sum_of for your object:

print(sum_of(5, 6)) # if you want to use function. it will print 11

number = Nadoufmath(5)
print(number.sum_of(6)) # if you want to use the method. it will print 11 too

For difference of numbers you can use function difference_of or method difference_of for your object:

print(difference_of(10, 3)) # if you want to use function. it will print 7

number = Nadoufmath(10)
print(number.difference_of(3)) # if you want to use the method. it will print 7 too

For division of numbers you can use function division_of or method division_of for your object:

print(division_of(5, 5)) # if you want to use function. it will print 1

number = Nadoufmath(5)
print(number.division_of(5)) # if you want to use the method. it will print 1 too

For integer division you should use function int_division_of or method int_division_of for your object:

print(int_division_of(5, 2)) # if you want to use function. it will print 2

number = Nadoufmath(5)
print(number.int_division_of(2)) # if you want to use the method. it will print 2 too

For multiply of numbers you can use function multiply_of or method multiply_of for your object:

print(multiply_of(7, 8)) # if you want to use function. it will print 56

number = Nadoufmath(7)
print(number.multiply_of(8)) # if you want to use the method. it will print 56 too

Powers and Roots

For square of number you can use function square or method square for your object:

print(square(4)) # if you want to use function. it will print 16

number = Nadoufmath(4)
print(number.square()) # if you want to use the method. it will print 16 too

For cube of number you can use function cube or method cube for your object:

print(cube(2)) # if you want to use function. it will print 8

number = Nadoufmath(2)
print(number.cube()) # if you want to use the method. it will print 8 too

For any other power of number you should use function power or method power for your object:

print(power(2, 4)) # if you want to use function. it will print 16

number = Nadoufmath(2)
print(number.power(4)) # if you want to use the method. it will print 16 too

If you want to count any power of number 2 you should use function power_of_2:

print(power_of_2(3)) # if you want to use function. it will print 8

For square root of number you have to use function square_root or method square_root for your object:

print(square_root(64)) # if you want to use function. it will print 8

number = Nadoufmath(64)
print(number.square_root()) # if you want to use the method. it will print 8 too

If you want to count cube root of number you should use function cube_root or method cube_root for your object:

print(cube_root(125)) # if you want to use function. it will print 5

number = Nadoufmath(125)
print(number.cube_root()) # if you want to use the method. it will print 5 too

Higher-order mathematical functions

For factorial of number you need to use the function factorial or method factorial for your object:

print(factorial(3)) # if you want to use function. it will print 6

number = Nadoufmath(3)
print(number.factorial()) # if you want to use the method. it will print 6 too

If you want to count the greatest common divisor you can use the function gcd_with or method gcd_with for your object:

print(gcd_with(5, 10)) # if you want to use function. it will print 5

number = Nadoufmath(5) 
print(number.gcd_with(10)) # if you want to use the method. it will print 5 too

If you need to count the least common multiple you should use the function lcm_with or method lcm_with for your object:

print(lcm_with(20, 30)) # if you want to use function. it will print 60

number = Nadoufmath(20)
print(number.lcm_with(30)) # if you want to use the method. it will print 60 too

Trigonometry

Trigonometry in nadouf-math library counts in radians!

For a cosine of an angle you should use the function cos or the method cos for your object:

print(cos(0.1)) # if you want to use function. it will print 0.9950041652780258

number = Nadoufmath(0.1)
print(number.cos()) # if you want to use the method. it will print 0.9950041652780258 too

For a sine of an angle you should use the function sin or the method sin for your object:

print(sin(0.3)) # if you want to use function. it will print 0.29552020666133955

number = Nadoufmath(0.3)
print(number.sin()) # if you want to use the method. it will print 0.29552020666133955 too

For a tangent of an angle you should use the function tan or the method tan for your object:

print(tan(0.2)) # if you want to use function. it will print 0.2027100355086725

number = Nadoufmath(0.2)
print(number.tan()) # if you want to use the method. it will print 0.2027100355086725 too

Rounding

For usual round you can use the integrated function round in Python.

For round down you need to use the function floor or the method floor for your object:

print(floor(5.9)) # if you want to use function. it will print 5

number = Nadoufmath(5.9)
print(number.floor()) # if you want to use the method. it will print 5 too

For round up you need to use the function ceil or the method ceil for your object:

print(ceil(5.2)) # if you want to use function. it will print 6

number = Nadoufmath(5.2)
print(number.ceil()) # if you want to use the method. it will print 6 too

Checking the properties of numbers

If you want to compare number with infinity you should use the function is_infinity or the method is_infinity for your object:

print(is_infinity(5)) # if you want to use function. it will print False

number = Nadoufmath(5)
print(number.is_infinity()) # if you want to use the method. it will print False too

If you want to check number is positive or negative you can use functions is_positive, is_negative or methods is_positive and is_negative for your object:

print(is_positive(-6)) # if you want to use function. it will print False
print(is_negative(-3)) # if you want to use function. it will print True

number_1 = Nadoufmath(-6)
number_2 = Nadoufmath(-3)
print(number_1.is_positive()) # if you want to use the method. it will print False too
print(number_2.is_negative()) # if you want to use the method. it will print True too

To find out the sign of a number use the function sign or the method sign for your object:

print(sign(6)) # if you want to use function. it will print Positive

number = Nadoufmath(6)
print(number.sign()) # if you want to use the method. it will print Positive too

To check parity of a number use functions is_even, is_odd or use methods is_even and is_odd for your objects:

print(is_even(79)) # if you want to use function. it will print False
print(is_odd(67)) # if you want to use function. it will print True

number = Nadoufmath(79)
print(number.is_even()) # if you want to use the method. it will print False too
print(number.is_odd()) # if you want to use the method. it will print True

Constants

To use number Pi use variable number_pi:

print(number_pi) # it will print 3.14159265359

To use number E use variable number_e:

print(number_e) # it will print 2.718281828459

End of the documentation

All the functions of the Nadouf-Mathematica library were described in the documentation. Thanks for reading!

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